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	<title>GuitarDesign.net</title>
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	<description>All about electric guitars and basses design... and other cool things too.</description>
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		<title>How to photograph electric guitars &#8211; Part V: Retouching</title>
		<link>http://www.guitardesign.net/?p=181</link>
		<comments>http://www.guitardesign.net/?p=181#comments</comments>
		<pubDate>Mon, 05 Mar 2012 09:32:29 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
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		<guid isPermaLink="false">http://www.guitardesign.net/?p=181</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=181"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2012/03/duplicated-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="duplicated" /></a>Dear all, As you remember from the previous article (Part IV &#8211; Lighting), I succeeded in taking a number of pictures of my instruments that, after some tweaking with Photoshop, would resemble the professional image I wanted to &#8220;emulate&#8221; in &#8230; <a href="http://www.guitardesign.net/?p=181">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/duplicated.jpg"><img class="alignleft size-thumbnail wp-image-183" title="duplicated" src="http://guitardesign.net/wp-content/uploads/2012/03/duplicated-150x150.jpg" alt="" width="150" height="150" /></a>Dear all,</p>
<p>As you remember from the previous article (<a href="http://www.guitardesign.net/?p=175">Part IV &#8211; Lighting</a>), I succeeded in taking a number of pictures of my instruments that, after some tweaking with Photoshop, would resemble the professional image I wanted to &#8220;emulate&#8221; in terms of professional quality. So let&#8217;s see how I did it.<span id="more-181"></span></p>
<p>The first thing is to isolate the instrument from the background. There are several ways to do that (and a lot of tutorials on YouTube):</p>
<p>- You can use Photoshop&#8217;s &#8220;pen tool&#8221;</p>
<p>- You can use the &#8220;quick selection tool&#8221;</p>
<p>- You can eliminate the background with the &#8220;magic wand&#8221;</p>
<p>- You can use the &#8220;<em>magnetic</em> lasso tool&#8221;.</p>
<p><strong>Which one is the best?</strong> There are many theories about it, but I am going to tell you rught away: <span style="text-decoration: underline;">none of the above</span>.</p>
<p>To extract a sharply defined copy of your instrument from the background, you have to use the <strong>polygonal lasso tool</strong>, patiently marking the borders of the instrument with it. It takes some time, but it is the most precise way to do it. The polygonal lasso tool defines a path composed of straight lines, but you can perfectly cut out a curvy guitar image with it. You <em>approximate</em> the curves by magnifying the image enough, and defining short segments with the tool.</p>
<p>You probably suppose that the result might end up being too &#8220;polygonal&#8221;, but I promise you: that is simply not true. Take your time and you will perfectly isolate the guitar from the background.</p>
<p>Once you have your guitar selected, copy the image (edit -&gt; copy) and paste it &#8220;in place&#8221; (Edit -&gt; Paste special &#8211; &gt; Paste in place):</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/duplicated.jpg"><img class="alignnone size-full wp-image-183" title="duplicated" src="http://guitardesign.net/wp-content/uploads/2012/03/duplicated.jpg" alt="" width="957" height="538" /></a></p>
<p>The idea is to have <strong>two superposed images of the instrument:</strong></p>
<p>- the one on top will be the picture of the instrument extracted:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/layer-1.jpg"><img class="alignnone size-medium wp-image-186" title="layer 1" src="http://guitardesign.net/wp-content/uploads/2012/03/layer-1-300x192.jpg" alt="" width="300" height="192" /></a></p>
<p>- and the picture underneath, overexposed, used to eliminate unwanted details of the background, leaving only the shadows. Do you remember that overexposing a picture made the background dissapear? Well, that is exactly what we are doing here, but the instrument is not affected by the overexposure, because it was previously extracted to a different layer, which is on top.</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/layer2.jpg"><img class="alignnone size-medium wp-image-187" title="layer2" src="http://guitardesign.net/wp-content/uploads/2012/03/layer2-300x178.jpg" alt="" width="300" height="178" /></a></p>
<p>To overexpose the &#8220;shadow/background&#8221; layer, go to the &#8220;Adjustments&#8221; section, and select the &#8220;overexposure&#8221; icon.</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/go-to-photography-adjustments.jpg"><img class="alignnone size-full wp-image-184" title="go to photography adjustments" src="http://guitardesign.net/wp-content/uploads/2012/03/go-to-photography-adjustments.jpg" alt="" width="962" height="697" /></a></p>
<p>Important: all &#8220;adjustments&#8221; you make to a layer in Photoshop (altering exposure, brightness, contrast, etc) affect the layer selected and all other layers <em>below</em> it.</p>
<p><strong>One word about shadows:</strong> you want to keep them. They give realism and depth to the photo. You don&#8217;t want a picture of a guitar that seems to be spookily floating amidst the nothingness.</p>
<p>You can also use Lightroom, another software from Adobe (you can download a 30-days free trial version) which is a very practical software to make adjustments either to the layer with the instrument, or to the final complete picture (<a href="http://www.kevinandamanda.com/whatsnew/tutorials/why-lightroom-may-be-the-only-photo-editor-you-need.html">check out this article about the possibilities of Lightroom</a>).</p>
<p>So, at the end, you this is the result of both layers together, plus some additional tweaking with Lightroom:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/both-layers.jpg"><img class="alignnone size-full wp-image-188" title="both layers" src="http://guitardesign.net/wp-content/uploads/2012/03/both-layers.jpg" alt="" width="802" height="504" /></a></p>
<p>Which is acceptably close to what we wanted to accomplish.</p>
<p>This is a picture of another instrument, obtained following the same procedure (with my logo added to it):</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/saruman.jpg"><img class="alignnone size-full wp-image-189" title="saruman" src="http://guitardesign.net/wp-content/uploads/2012/03/saruman.jpg" alt="" width="797" height="487" /></a></p>
<p>So, there you go. Good luck with your photos! <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p>*************************</p>
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<h5><strong>Check out my book on Amazon:</strong> <a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank">Electric Guitar and Electric Bass DESIGN</a></h5>
<p><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank"><img 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" alt="" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.guitardesign.net/?feed=rss2&#038;p=181</wfw:commentRss>
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		<item>
		<title>How to photograph electric guitars &#8211; Part IV: Lighting</title>
		<link>http://www.guitardesign.net/?p=175</link>
		<comments>http://www.guitardesign.net/?p=175#comments</comments>
		<pubDate>Mon, 05 Mar 2012 07:59:22 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=175</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=175"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0020-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="DSC_0020" /></a>Dear all, today I tell you about my second try regarding lighting, and about the third (and definitive) try. Looking at my picture of reference (a bass of mine photographed by a professional), I realized that I needed only one &#8230; <a href="http://www.guitardesign.net/?p=175">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0020.jpg"><img class="alignleft size-thumbnail wp-image-177" title="DSC_0020" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0020-150x150.jpg" alt="" width="150" height="150" /></a>Dear all,</p>
<p>today I tell you about my second try regarding lighting, and about the third (and definitive) try.</p>
<p>Looking at my picture of reference (a bass of mine photographed by a professional), I realized that I needed only one big, diffuse light source, placed directly above the instrument.</p>
<h5><span id="more-175"></span></h5>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x4381.jpg"><img class="alignnone size-full wp-image-144" title="Lospennato 717x438" src="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x4381.jpg" alt="" width="717" height="438" /></a></p>
<p>That light source can be seen reflected on the instrument&#8217;s body, knobs, and pickups, and its position can be deducted from the shadow it drops.</p>
<p>I decided, however, to keep the two 500w frontal lamps as they were, and to add some light from above in order create reflection on the bass&#8217; top. For that, I used the legs of the table (my &#8220;supporting structure&#8221;, remember?) and improvised a home-made diffusor. In the picture below, I am placing some baking paper (the one you use to bake things) to act as diffusor of the light provided by two 11watts light tubes tied together:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-02-28-16.15.27.jpg"><img class="alignnone size-full wp-image-176" title="2012-02-28 16.15.27" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-02-28-16.15.27.jpg" alt="" width="640" height="480" /></a></p>
<p>Note how I keep the paper in place by using clamps. This is how the whole thing ended up looking:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0020.jpg"><img class="alignnone size-full wp-image-177" title="DSC_0020" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0020.jpg" alt="" width="670" height="445" /></a></p>
<p>&nbsp;</p>
<p>The results? Still not good. The 1,000watts of the frontal lamps overwhelmed the meager 22watts of the tubes. It was as if the tubes on the top weren&#8217;t even there. There was too much light from the front as to create a defined reflection on the top of the instrument. Second try: epic fail.</p>
<h2>Third try</h2>
<p>So, I decided to directly place the two big lamps (diffused with baking paper instead of the umbrellas) lighting the instrument from above, and nothing else. No other lights around.</p>
<p>The following picture might be a little confusing, but you can see 1) a 500w lamp, unelegantly placed between the table and the book shelf, 2) a concoction made of baking paper and black cloth acting as a diffusor (the baking paper difusses the light, the black cloth helps me &#8220;shape&#8221; the reflection that will show on the instrument&#8217;s face), and 3) down there you can see a different bass being photographed:</p>
<div id="attachment_178" class="wp-caption alignnone" style="width: 778px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-08-34-59.jpg"><img class="size-full wp-image-178" title="2012-03-05 08 34 59" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-08-34-59.jpg" alt="" width="768" height="576" /></a><p class="wp-caption-text">Professional photographers must be clenching their teeth in disgust right now.</p></div>
<p><strong>But it worked.</strong> Look at the result (picture not retouched):</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0130-chica.jpg"><img class="alignnone size-full wp-image-179" title="DSC_0130 chica" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0130-chica.jpg" alt="" width="858" height="570" /></a></p>
<p>I got a nice, very defined, 4,000 x 2,800 pixels picture of my bass, with a nice reflection on top and a good background. Yes: I replaced the white cloth background with a panel of something similar to Styropor (also called polystyrol, hard foam, etc), but more tightly grained than normal styropor, and covered with some rigid sheet, so the instrument leaning on it wouldn&#8217;t damage it so easily.</p>
<p>Ok, so that&#8217;s how I got a decent picture to work on. Now read the final part of this series: <a href="http://www.guitardesign.net/?p=181">&#8220;How to photograph electric guitars &#8211; Part V: Retouching&#8221;.</a></p>
<h5>(Previous: <a href="http://www.guitardesign.net/?p=136">&#8220;How to photograph electric guitars &#8211; Part III: Studio setting&#8221;</a>)</h5>
<p>******************</p>
<h5>Find me on Facebook: <a href="http://www.facebook.com/lospennato.lutherie" target="_blank">http://www.facebook.com/lospennato.lutherie</a></h5>
<h5>Visit my website, Leo Lospennato Electric Guitars: <a href="http://www.lospennato.com" target="_blank">http://www.lospennato.com</a></h5>
<h5>Check out my book on Amazon: <a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank">Electric Guitar and Electric Bass DESIGN</a></h5>
<p><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank"><img src="data:image/png;base64,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" alt="" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<title>How to photograph electric guitars &#8211; Part III: Studio settings</title>
		<link>http://www.guitardesign.net/?p=136</link>
		<comments>http://www.guitardesign.net/?p=136#comments</comments>
		<pubDate>Sun, 04 Mar 2012 23:56:55 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=136</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=136"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0019-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="DSC_0019" /></a>Dear all, I continue with this series of articles about how to take nice pictures of your guitars and basses. Today I tell you about how did I mount my &#8220;studio&#8221;. Remember, I am a photography noob, I am learning &#8230; <a href="http://www.guitardesign.net/?p=136">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0019.jpg"><img class="alignleft size-thumbnail wp-image-143" title="DSC_0019" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0019-150x150.jpg" alt="" width="150" height="150" /></a>Dear all,</p>
<p>I continue with this series of articles about how to take nice pictures of your guitars and basses.<strong></strong> Today I tell you about how did I mount my &#8220;studio&#8221;. Remember, I am a photography noob, I am learning as I go, and I mounted the whole thing in my living room!</p>
<p><span id="more-136"></span></p>
<h1>Studio setting</h1>
<p>This is the &#8220;before&#8221; picture:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_00081.jpg"><img class="alignnone size-full wp-image-138" title="DSC_0008" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_00081.jpg" alt="" width="694" height="557" /></a></p>
<p>As you can see, I took a table from my workshop, and placed on its side.</p>
<p>I could have used the table to place the instruments <em>on</em>, but I decided to go for the floor so I could use the table’s legs as &#8220;supporting structure&#8221; for the lighting from above (explained soon, in &#8220;second try&#8221;).</p>
<p><strong>Background</strong></p>
<p>I used a piece of white fabric I bought on eBay, advertised as &#8220;photographic background&#8221;. It is a cotton cloth (in my case, 160cm x 250cm big – or about 5 x 8 feet), with a texture that helps diffuminate shadows. However, any real clean white sheet would have done the job.</p>
<p>Being a piece of cloth, it was important to extend it correctly, minimizing wrinkles. A better, more practical solution would probably have been using an <a href="http://www.ikea.com/de/de/catalog/products/40026705/">Ikea roll curtain:</a> no wrinkles, easy to roll and store.</p>
<p>You can also use white paper, but I found it difficult to find a sheet of paper big enough as to serve as background for a 120cm (4ft.) long bass. These were my first attempts to take a decent picture. At the end, I used something different as background (keep going).</p>
<p>So, back to the background cloth: I took advantage of my furniture to hold the background in place (I used clamps):</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0012.jpg"><img class="alignnone size-full wp-image-139" title="DSC_0012" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0012.jpg" alt="" width="601" height="399" /></a></p>
<p>Another thing you could use as background is a transparent, reflecting sheet <em>above</em> the cloth (like plexiglas, or acryllic). That would eliminate shadows and will create a reflection instead. That is what I tried to achieve in this next picture (of another instrument &#8211; the &#8220;Mrs. Jazz&#8221; &#8211; this picture has of course been retouched with Photoshop, which will be discussed in the last part of this series of articles).</p>
<div class="mceTemp">
<dl id="attachment_146" class="wp-caption " style="width: 589px;">
<dt><img title="2 jazz temp" src="http://guitardesign.net/wp-content/uploads/2012/03/2-jazz-temp.png" alt="" width="579" height="384" /></dt>
<dd></dd>
</dl>
</div>
<p>In the case of that guitar, instead of going for the shadows, I went for a reflection, as if the instrument were leaning on a shiny surface (which it was: a big piece of 2mm thick acrylic sheet).</p>
<h1>Lighting &#8211; first try</h1>
<p>Here we arrive at a phase of the process directly related to photography, which is also the most important. Despite my fundamental ignorance on the subject, I have come to understand that good photography is not about expensive cameras: is about good lighting.</p>
<p><strong>You have basically three options regarding lighting:</strong></p>
<p>- To use natural light (which is of not much use when you have to photograph products indoors)</p>
<p>- To use off-camera flashes. This is complicated, because you need to synchronize the flashes, which requires the use of remote controlled signals, special settings on the camera, supports for the flashes, etc. If you have them and know how to use them, go ahead, by any means. Certainly not my field of expertise.</p>
<p>- To use “continuous lighting” (lamps). This is the way I went. As the lights are on continuously, you can see a preview of the result on your cameras visor (or screen) and adjust things before shooting.</p>
<p><strong>Lamps.</strong> I used two incandescent 500 watts lamps. You can get a similar lighting power from two 105W <em>fluorescent</em> bulbs. I didn’t have those at hand, but they are better than the incandescent bulbs for two reasons: lower consumption, and lower temperature.  They are more expensive, though. I got my two 500W lamps a couple of years back for 15eur each, in a &#8220;Home Depot&#8221; kind of store. Don&#8217;t forget to buy a couple spare filaments for them (they burn or break fast, but are really cheap).</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_00141.jpg"><img class="alignnone size-full wp-image-140" title="DSC_0014" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_00141.jpg" alt="" width="603" height="397" /></a></p>
<p>As indicated in <a href="http://www.guitardesign.net/?p=117" target="_blank">part I of this series</a>, those 500w lamps will get HOT very quickly. Let them on only when you are taking pictures. If you have to go to the bathroom or answer the phone, turn them off.</p>
<p>I also got on eBay two white umbrellas with their supports, and mounted them on the lamp standers:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0016.jpg"><img class="alignnone size-full wp-image-141" title="DSC_0016" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0016.jpg" alt="" width="551" height="367" /></a></p>
<p>By using these, the strong light coming from the lamps gets diffused. That way the lamps, instead of acting as kind of “spotlights” (creating hard shadows) create an ambience filled with a more distributed light (which means softer shadows). All parts of the instrument get a more uniform lighting, too.</p>
<p>Note in the picture above how the light points directly to the umbrella. I did that by aligning the lamp angle (while the lamp is off and cold, of course) and the umbrella&#8217;s stick, hold in position by the support that came with it (which is itself screwed to the lamp support). There are different types of lamps and supports; you will have to use some ingenuity to get everything in place.</p>
<p>So, this is how my &#8220;studio&#8221; looks at this point:</p>
<div id="attachment_142" class="wp-caption alignnone" style="width: 609px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0018.jpg"><img class="size-full wp-image-142" title="DSC_0018" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0018.jpg" alt="" width="599" height="616" /></a><p class="wp-caption-text">My dog &quot;Tango&quot; is making sure that everything has been set up correctly.</p></div>
<p>And this is how it all looks with the lights on:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0019.jpg"><img class="alignnone size-full wp-image-143" title="DSC_0019" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0019.jpg" alt="" width="529" height="540" /></a></p>
<p>Note that the multiple socket is out of the way (down on the right part of the picture): I could move the lights around and have easy access to the instrument without getting my feet wrapped up in cables. Both lamps are plugged to the same multiple socket, which has an interruptor (easy to turn all lights on/off simultaneously).</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0017.jpg"><img class="alignnone size-full wp-image-148" title="DSC_0017" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0017.jpg" alt="" width="535" height="355" /></a></p>
<p>I used gloves made of cloth to move the instrument around (latex ones would leave marks on the guitar). To keep the bass in position, I placed one of my dog’s plush toys under the body of the instrument (he was not happy about that). A bag with rice would have also worked, probably better. I have still have to try this support I made up with some PVC parts I bought in the hime-improvement store (about 7euro in total).</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/soporte-guitarras.jpg"><img class="alignnone size-full wp-image-200" title="soporte guitarras" src="http://guitardesign.net/wp-content/uploads/2012/03/soporte-guitarras.jpg" alt="" width="674" height="254" /></a></p>
<p>I intend to place the body of the guitar against this&#8230; object, and it will hopfully not slip away like the dog&#8217;s toy.</p>
<p><strong>The dynamic of the session</strong>. I decided not to make the session “instrument after instrument” (like, taking all pictures of one guitar after another) but “take after take”, instead. That means: I would place the lamps and the camera, and shoot the main picture <strong>for all seven instruments;</strong> then I would set up the lamps and camera for the headstock takes, and shoot all seven headstocks, and so on. That way I am not constantly repositioning the lights and the camera (trying to remember how they where, etc), but just the guitars, and getting consistent results for all the instruments -which means also a more consistent presentation of the pictures in <a href="http://www.lospennato.com" target="_blank">my website</a>, later on.</p>
<p>So, in try #1 (lighting from the front) I obtained this result:</p>
<div id="attachment_149" class="wp-caption alignnone" style="width: 868px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0023.jpg"><img class="size-full wp-image-149" title="DSC_0023" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0023.jpg" alt="" width="858" height="570" /></a><p class="wp-caption-text">First try: lights from the front - No reflexes, no shadows... not good.</p></div>
<p>&nbsp;</p>
<p>Look again at the professional picture we are using as reference (the kind of professional quality I intended to emulate):</p>
<div id="attachment_144" class="wp-caption alignnone" style="width: 727px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x4381.jpg"><img class="size-full wp-image-144 " title="Lospennato 717x438" src="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x4381.jpg" alt="" width="717" height="438" /></a><p class="wp-caption-text">Copyright: Dieter Stork - Instrument: Leo Lospennato - &quot;Sauron&quot; bass.</p></div>
<p>This means:</p>
<p>- My setting up the lights <em>in front</em> of the instrument (see pictures above) wasn&#8217;t right.</p>
<p>- Either the studio (in which the picture of the black bass was taken) was dark, or the instrument was placed inside a “tent” made with black fabric.</p>
<p>In the next picture, look what happens otherwise (if you don&#8217;t keep attention to what is reflected on your guitar): In the back of this black guitar you can see the reflections of the windows on the opposed wall o fmy living room, and you can see me reflected also, with a bored expression after hours of taking pictures.</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/reflections.jpg"><img class="alignnone size-full wp-image-205" title="reflections" src="http://guitardesign.net/wp-content/uploads/2012/03/reflections.jpg" alt="" width="701" height="467" /></a></p>
<p>(By the way, the guitar is hanging on a thin, nylon rope, which gives away another setup I used with my instruments &#8211; later, I would Photoshop the rope away, of course).</p>
<p>Looking at the reflection on the knobs in my picture of reference, and knowing the geometry of the body of that bass, I realized that the instrument had a light directly placed above it. Look:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/pots.png"><img class="alignnone size-full wp-image-145" title="pots" src="http://guitardesign.net/wp-content/uploads/2012/03/pots.png" alt="" width="561" height="437" /></a></p>
<p>There is a &#8220;rectangular-ish&#8221; source of light above (not an umbrella, but a so called &#8220;diffuser&#8221;), and no other sources of light reflected in those knobs.</p>
<p>So, it was time for a second try.</p>
<p>Next:  <a href="http://www.guitardesign.net/?p=175">&#8220;How to photograph electric guitars &#8211; Part IV: Lighting&#8221;</a></p>
<h5>(Previous: <a href="http://www.guitardesign.net/?p=152">How to photograph electric guitars &#8211; Part II: Camera settings</a>)</h5>
<p>*************************</p>
<h5>Find me on Facebook: <a href="http://www.facebook.com/lospennato.lutherie" target="_blank">http://www.facebook.com/lospennato.lutherie</a></h5>
<h5>Visit my website, Leo Lospennato Electric Guitars: <a href="http://www.lospennato.com" target="_blank">http://www.lospennato.com</a></h5>
<h5>Check out my book on Amazon: <a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank">Electric Guitar and Electric Bass DESIGN</a></h5>
<p><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank"><img 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" alt="" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><strong><br />
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<p>&nbsp;</p>
]]></content:encoded>
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		<item>
		<title>How to photograph electric guitars &#8211; Part II: Camera settings</title>
		<link>http://www.guitardesign.net/?p=152</link>
		<comments>http://www.guitardesign.net/?p=152#comments</comments>
		<pubDate>Sun, 04 Mar 2012 23:55:51 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=152</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=152"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-metering-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="2012-03-05 00.07.43 set metering" /></a>Dear all, I hope you enjoyed the Part I of this series of articles. Now let me tell you about camera settings, so you can make the most of your guitar&#8217;s pictures. 1) Set the priority mode to &#8220;Aperture&#8221;. The &#8230; <a href="http://www.guitardesign.net/?p=152">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-metering.jpg"><img class="alignleft size-thumbnail wp-image-162" title="2012-03-05 00.07.43 set metering" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-metering-150x150.jpg" alt="" width="150" height="150" /></a>Dear all,</p>
<p>I hope you enjoyed the <a href="http://www.guitardesign.net/?p=117" target="_blank">Part I</a> of this series of articles. Now let me tell you about camera settings, so you can make the most of your guitar&#8217;s pictures.</p>
<p><span id="more-152"></span></p>
<p><strong>1) Set the priority mode to &#8220;Aperture&#8221;.</strong></p>
<p>The first thing we are going to do is to set the camera to “aperture priority mode”. In most cameras this is indicated in a wheel (it should be on the left side of the camera) with an “A” or with “Av”.</p>
<div id="attachment_153" class="wp-caption alignnone" style="width: 522px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-02-28-15.41.24.jpg"><img class="size-full wp-image-153" title="2012-02-28 15.41.24" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-02-28-15.41.24.jpg" alt="" width="512" height="384" /></a><p class="wp-caption-text">Make the &quot;A&quot; coincide with the marker.</p></div>
<p>That means that the camera will give priority to something called &#8220;Depth of Field&#8221;, and not to the shutter&#8217;s speed. Keep reading.</p>
<p><strong>2) Set a &#8220;high&#8221; depth of field</strong></p>
<p>Set the “Depth of Field” (“DOF” from now on) to f16, or even higher. The higher the f-number, the deeper DOF the pictures will have. That means: more things will come into focus, and not only the central part of the picture (or the main object).</p>
<p>However, it is not true that “the higher the DOF, the better”: Sometimes, it is desirable to have the main object in the picture <em>sharp</em>, while ensuring that the background is sufficiently &#8220;unsharp&#8221;. An example of this are portraits: you set a low number of DOF (like f2.8), so you can “isolate” the subject by putting it into focus (or even just their eyes, for example) against the surrounding objects, which will appear slightly blurred.  A high DOF number (f22 or more) will put virtually everything into focus no matter how far away they are, which is useful for example when you want to take pictures of landscapes, keeping in focus both your dog in the foreground, and some mountains in the background, which may be kilometers away. Or a complete guitar, come to that.</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-DOF.jpg"><img class="alignnone size-full wp-image-157" title="2012-03-05 00.07.43 set DOF" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-DOF.jpg" alt="" width="799" height="700" /></a></p>
<p>Granted, a guitar is a relatively small object, but nonetheless, you want to set a high f-number, otherwise one part of it would be in focus, but not the rest. That is what happened to me in the first try, using a DOF = f8:</p>
<div id="attachment_156" class="wp-caption alignnone" style="width: 570px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2.jpg"><img class="size-full wp-image-156" title="a zDSC_0008 2" src="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2.jpg" alt="" width="560" height="372" /></a><p class="wp-caption-text">This is a picture taken with DOF = f8, which caused...</p></div>
<div id="attachment_154" class="wp-caption alignnone" style="width: 574px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/pickups.jpg"><img class="size-full wp-image-154" title="pickups" src="http://guitardesign.net/wp-content/uploads/2012/03/pickups.jpg" alt="" width="564" height="355" /></a><p class="wp-caption-text">..that the pickups are in fairly in focus, but...</p></div>
<div id="attachment_155" class="wp-caption alignnone" style="width: 575px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/headstock.jpg"><img class="size-full wp-image-155" title="headstock" src="http://guitardesign.net/wp-content/uploads/2012/03/headstock.jpg" alt="" width="565" height="354" /></a><p class="wp-caption-text">...the headstock is out of focus.</p></div>
<p>If you want to learn more about DOF, check out <a href="http://en.wikipedia.org/wiki/Depth_of_field" target="_blank">this article on Wikipedia</a>. But for practical terms, suffices to say that:</p>
<p>- <strong>More DOF</strong> = Higher “f” number = More things into focus / Whole objects look sharp (maybe including a background in focus as well)</p>
<p>- <strong>Less DOF</strong> = Lower “f” number = Less things into focus = Only some detail looks sharp / surroundings increasingly blurred the farther they are from the main detail.</p>
<p>&nbsp;</p>
<p><strong>Next: Set the ISO to 100.</strong></p>
<p>The &#8220;ISO&#8221; (formerly known as &#8220;ASA&#8221;) tells you about the camera&#8217;s degree of sensitivity to light. In the old days of photography on film, a 100 ISOs film would take the most clear and detailed pictures, but it needed better lighting conditions. If you wanted to take photos in a darker environment (an indoor party at night, for example) you would choose a 400 ISOs film. To photograph stars, for example (incredibly low amounts of light) you would use a film with an ISO in the thousands. High ISO films would work much better in the dark, but the “grain” of the picture would be much <em>coarser</em>: the higher sensitivity of the film was achieved by means of larger photo-reactive particles on it, implying a lower resolution. In modern digital cameras something analogous happens, but all you have to do, is to set the ISOs to 100 (in fact, I found something even lower than 100 in my camera: something called &#8220;L 0.3&#8243; &#8211; I believe is some simulation of an extra low ISO by means of software in the camera &#8211; not sure though).</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-ISO.jpg"><img class="alignnone size-full wp-image-158" title="2012-03-05 00.07.43 set ISO" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-ISO.jpg" alt="" width="799" height="700" /></a></p>
<p>I would be surprised if in your own camera the adjustment is done in exactly the same way (you might have &#8220;menues&#8221; to navigate, instead of &#8220;control wheels&#8221;). But you get the idea: find the way to set the ISO as low as possible for higher detail.</p>
<p><strong>Overexposure: overrated</strong></p>
<p>Overexposing the picture (allowing more light to impact the light-sensitive surface) is a trick that might help in <em>diffusing</em> the details of a white background. Look at these examples:</p>
<div id="attachment_159" class="wp-caption alignnone" style="width: 310px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-21.jpg"><img class="size-medium wp-image-159" title="a zDSC_0008 2" src="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-21-300x199.jpg" alt="" width="300" height="199" /></a><p class="wp-caption-text">No overexposure</p></div>
<div id="attachment_160" class="wp-caption alignnone" style="width: 310px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2exp-1.jpg"><img class="size-medium wp-image-160" title="a zDSC_0008 2exp 1" src="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2exp-1-300x177.jpg" alt="" width="300" height="177" /></a><p class="wp-caption-text">Overexposed (+1.0)</p></div>
<div id="attachment_161" class="wp-caption alignnone" style="width: 310px"><a href="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2exp-2.jpg"><img class="size-medium wp-image-161" title="a zDSC_0008 2exp 2" src="http://guitardesign.net/wp-content/uploads/2012/03/a-zDSC_0008-2exp-2-300x177.jpg" alt="" width="300" height="177" /></a><p class="wp-caption-text">Even more overexposed (+2.0)</p></div>
<p>The overexposure diffuminates the background, allright. But it also sheds too much light on the guitar, making some details dissapear and making &#8220;the eyes hurt&#8221;. My experience is: better shoot the pictures without overexposing them, and use the overexposure function of the software in the retouching phase (to be explained in Part V of the present series of articles).</p>
<p>If you want, you can try a slight overexposure (+0.5, for example). That way, each object in the picture would appear to be slightly “flooded” with more light, even the background. Do not go much higher, though, otherwise the picture would result too bright.</p>
<p><strong>White balance</strong></p>
<p>The camera will try to balance the colors in the picture to avoid extreme contrasts, causing the white background look greyish.  This can be corrected from the camera itself (which I didn&#8217;t try to do) or more simply, by using software later on (Lightroom or Photoshop). In some forum I read someone suggested to use something called a &#8220;18% gray card&#8221; to set the white balance: this sounds like quantum physics to me; I imagine it depends on your camera having this feature, on having some set of grey cards at hand, and on you having the knowledge to do so. I don&#8217;t, so I go for Photoshop &#8211; the white balance is reset with just a couple of mouse clicks.</p>
<p><strong>- Metering</strong></p>
<p>&#8220;Metering&#8221; refers to the mode in which the camera measures the light in the scene in order to set its own sensors; the objective is to balance the parameters of the resulting picture in the best possible way.</p>
<p>There are three modes of metering: sensing the lighting conditions in a spot (in the very center of the scene), or in a slightly wider zone, or (this last one is what we are looking for) to sense the lighting conditions in the whole field of the picture. So, you want to set your camera like this:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-metering.jpg"><img class="alignnone size-full wp-image-162" title="2012-03-05 00.07.43 set metering" src="http://guitardesign.net/wp-content/uploads/2012/03/2012-03-05-00.07.43-set-metering.jpg" alt="" width="799" height="700" /></a></p>
<p>That way, the metering is set to &#8220;Overall Metering&#8221;. Instead of measuring the light in a particular point (a shiny, chromed pickup, for example) the camera will take as reference the lighting in the whole instrument, instead. Of course, this is valid for the kind of &#8220;whole instrument&#8221; picture I am trying to make. If you want to isolate a particular detail, go ahead and try the other metering modes<strong>. </strong></p>
<p><strong>Resolution</strong></p>
<p>You want, of course, the camera set to the highest resolution available. No matter how many megapixels it has: you want them all.</p>
<p><strong>Shutter speed</strong></p>
<p>The settings described above will give you the most clear, detailed picture. But there is a catch: <strong>the camera will require a relatively longer &#8220;exposure time&#8221;</strong> (the shutter will have to stay open longer to allow enough light to get into the camera).</p>
<p>This is specially true if you are using a long lens like I am (a huge 18-200mm zoom). That long, dark cylinder needs more time to let the light go through, into the camera.</p>
<p>Why is this a catch? Because a longer exposure time means a <strong>higher risk of camera-shake</strong>. With this settings you get the higher detail, but you cannot shoot holding your camera in your hands. If you are really determined to make good pictures, you <em>must</em> use a tripod. You can get them very cheap on… yes: Amazon or eBay (believe it or not, I got mine -a cheap but decent tripod that gets the job done- for 12.90 euros plus shipping).</p>
<p>&nbsp;</p>
<p>So, is the camera ready? Time to read the next part: <a href="http://www.guitardesign.net/?p=136" target="_blank">&#8220;How to photograph electric guitars &#8211; Part III: Studio setting + Lighting (first try)&#8221;</a></p>
<p>****************</p>
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<p><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank"><img src="data:image/png;base64,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" alt="" /></a></p>
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<p><strong> </strong></p>
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]]></content:encoded>
			<wfw:commentRss>http://www.guitardesign.net/?feed=rss2&#038;p=152</wfw:commentRss>
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		<item>
		<title>How to photograph Electric guitars &#8211; Part I: Preparation</title>
		<link>http://www.guitardesign.net/?p=117</link>
		<comments>http://www.guitardesign.net/?p=117#comments</comments>
		<pubDate>Sun, 04 Mar 2012 18:16:54 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=117</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=117"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2012/03/2-xdream-main-chica-150x150.png" class="alignleft wp-post-image tfe" alt="" title="2 xdream main chica" /></a>Dear all, Having just finished a few new models of electric guitars and basses, I found myself in front of two options: Option 1 &#8211; Take all seven instruments to a professional photographer, which would imply transporting the guitars, and &#8230; <a href="http://www.guitardesign.net/?p=117">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/2-xdream-main-chica.png"><img class="alignleft size-thumbnail wp-image-127" title="2 xdream main chica" src="http://guitardesign.net/wp-content/uploads/2012/03/2-xdream-main-chica-150x150.png" alt="" width="150" height="150" /></a>Dear all,</p>
<p>Having just finished a few new models of electric guitars and basses, I found myself in front of two options:</p>
<p><strong>Option 1 &#8211; Take all seven instruments to a professional photographer,</strong> which would imply transporting the guitars, and leaving them with someone unknown. I asked myself <em>“how good are the pictures going to be? What insurance does he have? What happens if someone breaks in his studio and steal my guitars?”</em> –not to mention a few hundred euros in fees.<span id="more-117"></span></p>
<p><strong>Option 2 &#8211; Take the pictures myself.</strong> I don’t have formal training on photography, nor a professional studio. But I made my homework and the pictures came out fairly good, and in this article (and the next four ones) I intend to share that experience, in case you are tempted to do the same.</p>
<p>Despite being a photography-noob, I did have this in my favor:</p>
<p><strong>A nice camera. </strong>My wife is an amateur photographer (she runs the <a href="http://www.fotomarathon.de/" target="_blank">Berlin Fotomarathon</a>) and I borrowed her <a href="http://www.amazon.com/Nikon-D90-DX-Format-Digital-3-5-5-6G/dp/B001ENOZY4/ref=sr_1_1?ie=UTF8&amp;qid=1330880893&amp;sr=8-1" target="_blank">Nikon D90</a>. Not the absolute top of the line (the camera, not my wife -she&#8217;s lovely), but also not just your typical tourist camera.</p>
<p><strong>A clear idea of the quality I wanted to achieve.</strong>  Compare this two pictures:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/aaa-zDSC_0008.jpg"><img class="alignleft size-full wp-image-118" title="First try. Yuck." src="http://guitardesign.net/wp-content/uploads/2012/03/aaa-zDSC_0008.jpg" alt="" width="717" height="425" /></a></p>
<p>This was my first attempt. Wrong camera settings, wrong studio setting, wrong lighting, wrong background, no retouch.</p>
<p>Now look at this one:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x438.jpg"><img class="alignleft size-full wp-image-119" title="Lospennato 717x438" src="http://guitardesign.net/wp-content/uploads/2012/03/Lospennato-717x438.jpg" alt="" width="717" height="438" /></a></p>
<p>This is a picture of one of my basses taken by <strong>Dieter Stork</strong> (a professional photographer specialized in electric guitars) for a test of my instruments on <a href="http://www.gitarrebass.de/index.html" target="_blank">Gitarre&amp;Bass</a>, Germany&#8217;s most important magazine on the subject.</p>
<p>I knew that I would never reach that level of quality, but that picture did set the benchmark for me: I wanted to make something at least approximating that astonishing clarity and level of detail. If you look at the picture in full resolution you can, for example, magnify the frets, and actually see things reflected on them!</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/trastes-sauron.png"><img class="alignnone size-full wp-image-125" title="trastes sauron" src="http://guitardesign.net/wp-content/uploads/2012/03/trastes-sauron.png" alt="" width="602" height="325" /></a></p>
<p>&nbsp;</p>
<p>In my yucky first picture, instead, the frets themselves were barely defined by some blurry pixels:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/trastes-harley.png"><img class="alignnone size-full wp-image-126" title="trastes harley" src="http://guitardesign.net/wp-content/uploads/2012/03/trastes-harley.png" alt="" width="602" height="305" /></a></p>
<p>The camera&#8217;s resolution was only one variable contributing to the disaster: there were <em>a lot</em> of things I was leaving out.</p>
<p>Eventually, though, I managed to approximate the quality of the professional photo. This is one of the final (raw) photos of one of my instruments, one that took several sessions, corrections, trials and errors:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/aaa-DSC_0030.jpg"><img class="alignleft size-full wp-image-120" title="aaa DSC_0030" src="http://guitardesign.net/wp-content/uploads/2012/03/aaa-DSC_0030.jpg" alt="" width="797" height="454" /></a></p>
<p>&nbsp;</p>
<p>Which after retouching, ended up looking like this:</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/xdream-main-2-1.jpg"><img class="alignnone size-full wp-image-130" title="xdream main 2-1" src="http://guitardesign.net/wp-content/uploads/2012/03/xdream-main-2-1.jpg" alt="" width="858" height="495" /></a></p>
<p>Not bad for a total noob, isn&#8217;t?</p>
<p>&nbsp;</p>
<p><strong>I also had a clear idea of the individual takes I wanted to make for each guitar.</strong> I needed:</p>
<p>- A main picture of the full instrument (just as in the pictures above)</p>
<p>- A frontal picture of the guitar&#8217;s body, in playing position (that is, the guitar inclined about 20°, as it would look hanging around a player’s shoulders)</p>
<p>- A picture of the back of the body</p>
<p>- Three or four pictures of details (headstock, pickups, nut, etc.)</p>
<h1><span style="text-decoration: underline;"><strong>Preparation</strong></span></h1>
<p><strong>First, quick setup the instrument</strong></p>
<p>Setting up an instrument is a process that requires precision, patience -and consequently- time. In my case I had several just-finished instruments to take pictures of, and I wanted to start as soon as I put the strings on them.</p>
<p>But I didn’t want to take pictures of my guitars with the wrong <em>action</em> (the distance between fretboard and strings) -I wanted the viewer to be tempted to reach into their computer&#8217;s screen, grab the instrument and play something. So I had to perform a quick setup &#8211; a “cosmetic” one if you want.</p>
<p>It just had to <em>look</em> good; I took care of the real setup later on.</p>
<p><strong>Cleaning the instrument</strong></p>
<p>The second step is to clean the instrument as perfectly as possible. Granted, you can use Photoshop in order to eliminate fingerprints, dust specks and dirty spots. But I have found that a good microfiber cloth works much better than software, and saves you a lot of time.</p>
<p>To improve results you can use wax, swirl removers or other product of your choice – I prefer those produced by 3M. You find them in stores specialized in car&#8217;s accessories, or just order them on eBay, or Amazon (note: I have no commercial interests in any of these companies).</p>
<p><strong>Time and place</strong></p>
<p>This is my advice regarding the circumstances you are going to work in:</p>
<p><strong>- Time of the day.</strong> This concerns the use –or not- of natural light. I prefer to work with natural light, but just because it improves the lighting of the room –not the lighting of the product (I use artificial light for that). However, being in northern Europe in winter, sunlight was a rare commodity.</p>
<p>- <strong>Room:</strong> make sure you work in a room as big enough as to contain the elements you are going to use, and to allow you to move around without stepping on things. Depending on the kind of lights you are using, the temperature can go up very quickly, so be sure that the place can be properly ventilated.  In my case, my living room (4m x 6m, or 12 x 18 ft.) would do:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0014.jpg"><img class="alignnone size-full wp-image-122" title="DSC_0014" src="http://guitardesign.net/wp-content/uploads/2012/03/DSC_0014.jpg" alt="" width="807" height="532" /></a></p>
<p>In the picture you can see one of the lamps, and the background I started using, but which later on I changed for another one, though &#8211; trial and error! (More details coming soon in Part II of this series of articles).</p>
<p>- <strong>Having a helping hand</strong> is important, for example to hold the instrument in position for particular pictures, or to help you move things around. A person with experience in product photography will add a valuable collaboration. But this is valid as long as you can work together effectively. Having someone looking over your shoulder making suggestions or correcting you all the time can be pretty annoying. If that is the case, you are better off working alone (like I do). Your mistakes are part of a learning curve.</p>
<p><strong>Safety</strong></p>
<p>(This is important. Please pay attention to this advice).</p>
<p><strong>- Do not allow children in the room.</strong> It is going to be full of cables lying around, delicate equipment (tripods are not as stable as they look), and things (<em>hot</em> things) running on electricity.</p>
<p>- Talking about hot things, I use 500w halogen lights (see picture above). They are very, very hot. They can ignite or melt all kind of plastics, papers, fabrics and other materials placed close enough (guitar finishes, too). <strong>They must absolutely be used mounted on their corresponding  stand,</strong> never directly leaning on top of other things (like tables, books, etc).</p>
<p>- <strong>Have a fire extinguisher</strong> at hand (one adapted for electrical fires).</p>
<p>- I assume that you will <strong>work in a place with a proper electrical installation</strong> (thermal switches, circuit breaker, etc).</p>
<h3><strong><a href="http://www.guitardesign.net/?p=152">Next: &#8220;How to photograph electric guitar: Part II &#8211; Camera settings&#8221;</a><br />
</strong></h3>
<h5>*************</h5>
<h5>Find me on Facebook: <a href="http://www.facebook.com/lospennato.lutherie" target="_blank">http://www.facebook.com/lospennato.lutherie</a></h5>
<h5>Visit my website, Leo Lospennato Electric Guitars: <a href="http://www.lospennato.com" target="_blank">http://www.lospennato.com</a></h5>
<h5>Check out my book on Amazon: <a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank">Electric Guitar and Electric Bass DESIGN</a></h5>
<p><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=sr_1_1?ie=UTF8&amp;qid=1330884145&amp;sr=8-1" target="_blank"><img src="data:image/png;base64,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" alt="" /></a></p>
]]></content:encoded>
			<wfw:commentRss>http://www.guitardesign.net/?feed=rss2&#038;p=117</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Bizarre electric guitars</title>
		<link>http://www.guitardesign.net/?p=81</link>
		<comments>http://www.guitardesign.net/?p=81#comments</comments>
		<pubDate>Fri, 04 Nov 2011 12:55:10 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=81</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=81"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2011/11/80-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="80" /></a>I found this collection of pictures of very strange and bizarre guitars. A few are cool, all are fun (Originally posted on: http://www.lazysnaps.com/what-can-be-made-of-the-guitar/). What was the purpose of the designer of these instruments? I recognize a few of them, so &#8230; <a href="http://www.guitardesign.net/?p=81">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2011/11/80.jpg"><img class="alignleft size-thumbnail wp-image-244" title="80" src="http://guitardesign.net/wp-content/uploads/2011/11/80-150x150.jpg" alt="" width="150" height="150" /></a>I found this collection of pictures of very strange and bizarre guitars. A few are cool, all are fun (Originally posted on: <a href="http://www.lazysnaps.com/what-can-be-made-of-the-guitar/" target="_blank">http://www.lazysnaps.com/what-can-be-made-of-the-guitar/</a>).</p>
<p>What was the purpose of the designer of these instruments? I recognize a few of them, so I added a comment in those cases. Enjoy!<span id="more-81"></span></p>
<p><strong>Twelve-neck Stratocaster</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1053" rel="attachment wp-att-1053"><img title="gitara001" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara001.jpg" alt="" width="450" height="595" /></a></p>
<p>What&#8217;s the point? Developing something extreme! This is probably the most extreme guitar I ever saw. Multiple necks are suppose to expand the instrument&#8217;s resources, for example combining a 6-string with a 12-string, or a bass neck, etc. But twelve (!) necks exactly alike?</p>
<p>This &#8220;guitar&#8221; is actually intended as an art piece, made by <strong>Yoshihiko Satoh</strong> (title: &#8220;Present Arms&#8221;, 2002). Awesome. Unsellable as guitar, but awesome.</p>
<p>&nbsp;</p>
<p><strong>Glam-rock guitars</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1051" rel="attachment wp-att-1051"><img title="gitara025" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara025.jpg" alt="" width="550" height="553" /></a></p>
<p>These instruments (1 bass, 1 guitar) have been custom made for <strong>Dusty Hill</strong> and <strong>Billy Gibbons</strong>, frontmen of the Texan rock band ZZ-Top. The intention of the design is clearly to cause an impression on a show. And maybe take the dust off the amps afterwards <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p>&nbsp;</p>
<p><strong>&#8220;Mary-jane&#8221;</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1050" rel="attachment wp-att-1050"><img title="gitara024" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara024-600x450.jpg" alt="" width="600" height="450" /></a></p>
<p>The goal of this cannabis-shaped body design was clearly not &#8220;ergonomics&#8221;. Maybe a political position demanding the legalization of pot?</p>
<p>&nbsp;</p>
<p><strong>Surfboard guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1048" rel="attachment wp-att-1048"><img title="gitara022" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara022-600x410.jpg" alt="" width="600" height="410" /></a></p>
<p>Behold<strong> Masayoshi Takanaka’s</strong> guitar, made from a real cut-out surfboard. I don&#8217;t want to know the size of the case in which that thing is transported!</p>
<p>&nbsp;</p>
<p><strong>&#8220;Escopetarra&#8221;</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1047" rel="attachment wp-att-1047"><img title="gitara021" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara021.jpg" alt="" width="550" height="849" /></a></p>
<p>Colombian luthier <strong>Alberto Paredes </strong>designed the &#8220;Escopetarra&#8221; (an invented word in Spanish, mixture of &#8220;Escopeta&#8221; -shotgun-, and &#8220;guitarra&#8221; -guitar-), made from decomissioned rifles. One of these babies hangs on the UN Headquarters, and the objective of the design was not musical, but political.</p>
<p>&nbsp;</p>
<p><strong>Vintage-style 5-neck guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1046" rel="attachment wp-att-1046"><img title="gitara020" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara020-600x400.jpg" alt="" width="600" height="400" /></a></p>
<p>I like this one. One 12-string neck, three 6-string necks, and 1 6-string fretless neck. It has a &#8220;Gretschy&#8221; look, but sadly only 3 knobs (so, no independent controls of the different necks).</p>
<p>&nbsp;</p>
<p><strong>Michael Angelo Batio&#8217;s guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1045" rel="attachment wp-att-1045"><img title="gitara019" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara019-600x388.jpg" alt="" width="600" height="388" /></a></p>
<p>The author of &#8220;Velocity Kills&#8221; has developed a unique playing style using to mirrored necks. Look for a <a href="http://www.youtube.com/watch?v=2NV3CdniXC8" target="_blank">video of him</a> on YouTube, and join the debate on &#8220;talent vs. acrobatics&#8221; <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p>&nbsp;</p>
<p><strong>A Lego guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1044" rel="attachment wp-att-1044"><img title="gitara018" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara018.jpg" alt="" width="600" height="446" /></a></p>
<p>Cute idea; I don&#8217;t think this guitar can be played, though, but is only decorative. The main clue is the lack of strings (the structure probably cannot support the tension) but there are also no frets, and I cannot imagine how do you regulate the neck relief.</p>
<p>&nbsp;</p>
<p><strong>Steve Vai&#8217;s &#8220;heart guitar&#8221;</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1042" rel="attachment wp-att-1042"><img title="gitara015" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara015.jpg" alt="" width="500" height="376" /></a></p>
<p>Featured in my book <strong><a href="http://www.amazon.com/Electric-Guitar-Bass-Design-complete/dp/3000296425/ref=cm_aya_orig_subj">Electric Guitar and Bass Design</a></strong>, this awesome guitar was played live by Steve Vai some years ago. I imagine it can be disassembled through the central line, to facilitate portability. Now it hangs on a wall at the Orlando Hard Rock Cafe.</p>
<p>&nbsp;</p>
<p><strong>End-to-end guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1041" rel="attachment wp-att-1041"><img title="gitara014" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara014.jpg" alt="" width="450" height="770" /></a></p>
<p>I imagine the objective of this design is simply &#8220;to have fun&#8221;. Some things confuse me, however: 1) Which kind of strings are being used? It seems to me that those should be like four feet long!  2) Does can this guitar possibly play in tune? The position of the frets is off in relation with the length of the strings. The only solution I see is avoiding to play open strings at all.</p>
<p>&nbsp;</p>
<p><strong>Angel Guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1040" rel="attachment wp-att-1040"><img title="gitara013" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara013-600x450.jpg" alt="" width="600" height="450" /></a></p>
<p>Since those wings and the knives are surely not intended to make the player comfortable while holding this instrument, the rational conclusion is that these is a decorative object only <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p><strong>The &#8220;Picasso</strong>&#8221;</p>
<p><a href="http://www.guitardesign.net/?attachment_id=1038" rel="attachment wp-att-1038"><img title="gitara011" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara011.jpg" alt="" width="400" height="264" /></a></p>
<p>Made by American (and female!) luthier <strong>Linda Manzer</strong>, this awesome, 42-string instrument was built for<strong> Pat Metheny</strong> (watch <a href="http://www.youtube.com/watch?v=nanbUUY1-gE" target="_blank">this video</a> on YouTube). Just take a look at the control console on the top of the body.</p>
<p>&nbsp;</p>
<p><strong>Big Foot</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1034" rel="attachment wp-att-1034"><img title="gitara007" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara007.jpg" alt="" width="600" height="479" /></a></p>
<p>Fun <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> </p>
<p><strong> Cheap Trick&#8217;s 5-neck</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1033" rel="attachment wp-att-1033"><img title="gitara005" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara005.jpg" alt="" width="600" height="513" /></a></p>
<p>Another version of the &#8220;vintage 5-neck&#8221; depicted above. Used by <strong>Rick Nielsen</strong>, from the Illinois&#8217; rock band Cheap Trick.</p>
<p><strong>Mermaid guitar</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1032" rel="attachment wp-att-1032"><img title="gitara004" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara004.jpg" alt="" width="550" height="585" /></a></p>
<p>It seems to me that this is an acoustical instrument, not an electrical one. I wonder how does it sound!</p>
<p>&nbsp;</p>
<p><strong>Impressive metal gear</strong></p>
<p><a href="http://www.guitardesign.net/?attachment_id=1030" rel="attachment wp-att-1030"><img title="gitara002" src="http://www.lazysnaps.com/wp-content/uploads/2011/11/gitara002.jpg" alt="" width="550" height="733" /></a></p>
<p>Now, this one is as original as is scary. The beauty of the form is undeniable to me; it is clearly an instrument intended to play standing, being careful not to stab yourself to death by accidentaly falling on the headstock. I couldn&#8217;t find the luthier that made this one. Anyone?</p>
<p>Thanks for reading!</p>
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		<title>The Secrets of Electric Guitar Pickups</title>
		<link>http://www.guitardesign.net/?p=62</link>
		<comments>http://www.guitardesign.net/?p=62#comments</comments>
		<pubDate>Fri, 28 Oct 2011 21:56:27 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=62</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=62"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets111-150x150.jpg" class="alignleft wp-post-image tfe" alt="" title="secrets11" /></a>The Secrets of Electric Guitar Pickups By Helmuth E. W. Lemme, Munich/Germany Last update Nov. 2011 An electric bass or guitar&#8217;s sound depends greatly on its pickups. There are lengthy discussions between musicians about the advantages and disadvantages of different &#8230; <a href="http://www.guitardesign.net/?p=62">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<div id="page_main">
<div id="attachment_105" class="wp-caption alignleft" style="width: 160px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets111.jpg"><img class="size-thumbnail wp-image-105" title="secrets11" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets111-150x150.jpg" alt="" width="150" height="150" /></a><p class="wp-caption-text">Fig.11. A transmitting coil radiates its magnetic AC field into the pickup coils. So you can measure the frequency response easily</p></div>
<p><strong>The Secrets of Electric Guitar Pickups</strong></p>
<address>By Helmuth E. W. Lemme, Munich/Germany</address>
<address>Last update Nov. 2011</address>
<p>An electric bass or guitar&#8217;s sound depends greatly on its pickups. There are lengthy discussions between musicians about the advantages and disadvantages of different models, and for someone who has no knowledge of electronics the subject may seem to be very complicated. Electrically, though, pickups are fairly easy to understand &#8211; so this article will examine the connection between electrical characteristics and sound.<span id="more-62"></span></p>
<p>I am sorry to say that most pickup manufacturers spread misleading information on their products, in order to make more money and to agitate their competitors. So some corrections of facts will be necessary. I am not affiliated with any manufacturer.</p>
<p>There are two basic pickup types, magnetic pickups and piezoelectric pickups. The latter type work with all kinds of strings (steel, nylon, or gut). Magnetic pickups work only with steel strings, and consist of magnets and coils. Singlecoil pickups are sensitive to magnetic fields generated by transformers, fluorescent lamps, and other sources of interference, and are prone to pick up hum and noise from these sources. Dual coil or &#8220;humbucking&#8221; pickups use two specially configured coils to minimize this interference. Because these coils are electrically out of phase, common-mode signals (i.e. signals such as hum that radiate into both coils with equal amplitude) cancel each other.</p>
<p>The arrangement of the magnets is different for different pickups. Some types have rod or bar magnets inserted directly in the coils, while others have magnets below the coils, and cores of soft iron in the coils. In many cases these cores are screws, so level differences between strings can be evened out by screwing the core further in or out. Some pickups have a metal cover for shielding and protection of the coils, others have a plastic cover that does not shield against electromagnetic interference, and still others have only isolating tape for protecting the wire.</p>
<p>The magnetic field lines flow through the coil(s) and a short section of the strings. With the strings at rest, the magnetic flux through the coil(s) is constant. Pluck a string and the flux changes, which will induce an electric voltage in the coil. A vibrating string induces an alternating voltage at the frequency of vibration, where the voltage is proportional to the velocity of the strings motion (not its amplitude). Furthermore, the voltage depends on the string&#8217;s thickness and magnetic permeability, the magnetic field, and the distance between the magnetic pole and the string.</p>
<p>There are so many pickups on the market that it is difficult to get a comprehensive overview. In addition to the pickups that come with an instrument, replacement pickups &#8211; many of them built by companies that do not build guitars &#8211; are also available. Every pickup produces its own sound; one may have a piercing metallic quality, and another a warm and mellow sound. To be precise: A pickup does not have a sound, it only has a &#8220;transfer characteristic&#8221;. It transfers the sound material that it gets from the strings and alters it, every model in its own fashion. For instance: Mount the same Gibson 490 humbucker on a Les Paul, on a Super 400 CES, or on any inferior pawnshop guitar. You will hear three completely different sounds. So what is the sound of that humbucker? The best pickup is useless when you have a poor guitar body with poor strings. The basic rule is always: garbage in &#8211; garbage out!</p>
<p>&nbsp;</p>
<p>Replacement pickups allow the guitarist to change sounds without buying another instrument (within the limitations of body and strings, of course). Different pickups also have different output voltages. High output models can make it easier to overdrive amplifiers to produce a dirty sound, while low output models tend to produce a more clean sound. The output voltage of most pickups varies between 100 mV and 1 V RMS.</p>
<p>Unlike other transducers that have moving parts (microphones, speakers, record player pickups etc.), magnetic guitar pickups have no moving parts &#8211; the magnetic field lines change, but they have no mass. So evaluating pickups is much easier than with other transducers. Although the frequency responses of nearly all available magnetic pickups are nonlinear (which creates the differences in sound), they don&#8217;t have quite as many adjacent peaks and notches in their frequency response as for example a speaker. In fact, the frequency response can be smooth and simple enough to be easily described with a mathematical formula.</p>
<p><strong>The Pickup as Circuit</strong></p>
<p>From an electrical standpoint, a magnetic guitar pickup is equivalent to the circuit in Fig. 1.</p>
<div id="attachment_95" class="wp-caption aligncenter" style="width: 160px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets11.gif"><img class="size-thumbnail wp-image-95 " title="secrets1" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets11-150x113.gif" alt="" width="150" height="113" /></a><p class="wp-caption-text">Fig. 1. Electrical equivalent circuit of a magnetic pickup</p></div>
<p>A real coil can be described electrically as an ideal inductance L in series with an DC resistance R, and parallel to both a winding capacitance C. This replacement circuit can be used as a first approximation. It is a bit simplified compared to the reality but quite useful for the beginning. The finer details are explained later. For a humbucker, two of these circuits have to be connected in series. Since both coils (with precise manufacturing) have practically identical properties, you may use the same simple replacement circuit for the electrical examination. You then have to use twice the values for the inductance and the DC resistance and half of the value for the capacitance as compared to one coil.</p>
<p>Many people measure only the DC resistance and think they know something about a pickup. But this is a fundamental error. There never flows any DC in a pickup. By far the most important quantity is the inductance, measured in Henries. It depends on the number of turns, the magnetic material in the coil, the winding density and the overall geometry of the coil. The DC resistance and the capacitance don&#8217;t have much influence and can be neglected in a first approximation.</p>
<p>When the strings are moving, an AC voltage is induced in the coil. So the pickup acts like an AC source with some attached electric components (Fig. 2).</p>
<p>&nbsp;</p>
<div id="attachment_96" class="wp-caption aligncenter" style="width: 264px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets21.gif"><img class="size-full wp-image-96" title="secrets2" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets21.gif" alt="" width="254" height="119" /></a><p class="wp-caption-text">Fig. 2. A pickup as an audio voltage source plus second-order lowpass</p></div>
<p><em><br />
</em></p>
<p>The external load consists of resistance (the volume and tone potentiometer in the guitar, and any resistance to ground at the amplifier input) and capacitance (due to the capacitance between the hot lead and shield in the guitar cable). The cable capacitance is significant and must not be neglected. This arrangement of passive components forms a so-called second-order low-pass filter (Fig. 3).</p>
<div id="attachment_97" class="wp-caption aligncenter" style="width: 364px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets31.gif"><img class="size-full wp-image-97" title="secrets3" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets31.gif" alt="" width="354" height="155" /></a><p class="wp-caption-text">Fig. 3. A pickup plus real external load (pots, cable, and amp input resistance)</p></div>
<p><em></em> Thus, like any other similar filter, it has a cut-off frequency fg; this is where the response is down 3 dB (which means half power). Above fg, the response rolls off at a 12 dB per octave rate, and far below fg, the attenuation is zero. There is no low frequency rolloff; however, a little bit below fg there is an electrical resonance between the inductance of the pickup coil and the capacitance of the guitar cable. This frequency, called fmax, exhibits an amplitude peak. The passive low-pass filter works as a voltage amplifier here (but doesn&#8217;t amplify power because the output current becomes correspondingly low, as with a transformer). Fig. 4 shows the typical contour of a pickup&#8217;s frequency response.</p>
<div id="attachment_98" class="wp-caption aligncenter" style="width: 364px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets41.gif"><img class="size-full wp-image-98" title="secrets4" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets41.gif" alt="" width="354" height="257" /></a><p class="wp-caption-text">Fig. 4. Fundamental frequency response of a magnetic pickup. Position and height of the peak vary from type to type</p></div>
<p>&nbsp;</p>
<p>If you know the resonant frequency and height of the resonant peak, you know about 90 percent of a pickup&#8217;s transfer characteristics; these two parameters are the key to the &#8220;secret&#8221; of a pickup&#8217;s sound (some other effects cannot be described using this model, but their influence is less important).</p>
<p>What all this means is that overtones in the range around the resonant frequency are amplified, overtones above the resonant frequency are progressively reduced, and the fundamental vibration and the overtones far below the resonant frequency are reproduced without alteration.</p>
<p><strong>How Resonance Affects Sound</strong></p>
<p>The resonant frequency of most available pickups in combination with normal guitar cables lies between 2,000 and 5,000 Hz. This is the range where the human ear has its highest sensitivity. A quick subjective correlation of frequency to sound is that at 2,000 Hz the sound is warm and mellow, at 3,000 Hz brilliant or present, at 4,000 Hz piercing, and at 5,000 Hz or more brittle and thin. The sound also depends on the height of the peak, of course. A high peak produces a powerful, characteristic sound; a low peak produces a weaker sound, especially with solid body guitars that have no acoustic body resonance. The height of the peak of most available pickups ranges between 1 and 4 (0 to 12 dB), it is dependent on the magnetic material in the coil, on the external resistive load , and on the metal case (without casing it is higher; many guitarists prefer this).</p>
<p>The resonant frequency depends on both the inductance L (with most available pickups, between 1 and 10 Henries) and the capacitance C. C is the sum of the winding capacitance of the coil (usually about 80 &#8211; 200 pF) and the cable capacitance (about 300 &#8211; 1,000 pF). Since different guitar cables have different amounts of capacitance, it is clear that using different guitar cables with an unbuffered pickup will change the resonant frequency and hence the overall sound.</p>
<p>There are some books that deal especially with electric guitar pickups. They pay much attention to the DC resistance and the magnet materials. But the DC resistance is the least interesting magnitude of all. And statements like &#8220;Alnico 5 sounds like this, Alnico 2 sounds like that&#8221; are completely misleading. Many &#8220;pickup experts&#8221; have never heard the term &#8220;inductance&#8221;. What you find in those books is an obsolete &#8220;geocentric&#8221; view on pickups that will never work.</p>
<p>The integral &#8220;heliocentric&#8221; view on pickups: Pickup, pots in the guitar, cable capacitance, and amp input impedance are an interactive system that must not be split up into its parts. If you analyze the properties of the parts separately you will never understand how the system works as a whole. The sound material a pickup receives from the strings is not flavoured by the pickup alone but by the complete system. This includes the guitar cable.</p>
<p>Another cable, another sound! This is a shame but it is true. You can easily check it up. A few pickup manufacturers know that fact but they conceal it. The majority seems to be totally ignorant.</p>
<p><strong>The influence of eddy currents</strong></p>
<p>As mentioned earlier, this overview has been simplified to make it easier to understand. Up to this point, it has not taken into account the influence of eddy currents in metal parts. Such currents appear wherever an alternating magnetic field flows through electrically conductive parts. These parts are mostly the cores of magnetic coils. That is, either permanent magnets (in which the currents are relatively weak) oder soft iron parts such as screws or fixed slugs (where the currents are stronger). Strong eddy currents can also occur in metal covers; these currents vanish when the covers are removed. To some degree, the currents&#8217; strength depends on the dimensions of the metal parts as well as their constituent materials. The decisive factor, however, is the parts&#8217; specific resistivity, which is highly variable. There are thousands of iron and steel core types, whose properties can differ widely, resulting in variable frequency transmission characteristics. Metal covers are made of either brass (copper/zinc) or German Silver (copper/zinc/nickel); the latter has a higher specific resistivity and is therefore less conductive to eddy currents. Plastic covers are not conductive. To a lesser extent, eddy currents can also occur in base plates as well as in metal magnets located underneath the coils.</p>
<p>Eddy currents have a threefold effect: First, they reduce resonance superelevation, sometimes to the point of eliminating it completely; secondly, they steepen the slope of frequency transmissions at a height far exceeding the resonant frequency, where 18 dB/octave slopes can be measured. This slope is inversely proportional to the threefold power of the frequency. Thirdly, they cause the frequency transmission curve to drop slightly below the resonant frequency, as shown in Fig. 5:</p>
<div id="attachment_99" class="wp-caption aligncenter" style="width: 449px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets51.gif"><img class="size-full wp-image-99" title="secrets5" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets51.gif" alt="" width="439" height="342" /></a><p class="wp-caption-text">Fig. 5. Transmission characteristics resulting from strong eddy currents</p></div>
<p>There have been attempts to measure eddy currents by attaching resistors to the replacement circuit, in parallel to the coil or to the terminals. This method has not been successful, however, for although it does reduce resonance superelevation, it fails to achieve the other two above-mentioned results. A much more effective approach is to divide the coil in two, and to connect only one of the two parts via resistor (R2). The point of division is &#8220;virtual&#8221;. That is, it does not actually exist, or rather, it cannot be measured directly. This point does not correspond directly to the point at which the two coils in a humbucker are connected; this also holds true for single-coil pickups that have been strongly damped against eddy currents (such as Gibson P90 or DiMarzio &#8220;Fat Strat&#8221;). The two parts of the coil do not have to be the same size. For practical purposes, identical sizes can be used as a point of departure, but there is no need to keep them identical. The extended replacement circuit is shown in Fig. 6:</p>
<div id="attachment_100" class="wp-caption aligncenter" style="width: 361px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets61.gif"><img class="size-full wp-image-100" title="secrets6" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets61.gif" alt="" width="351" height="171" /></a><p class="wp-caption-text">Fig. 6. Replacement circuit for a pickup with eddy currents</p></div>
<p>When you rearrange this setup into an AC signal source by attaching a passive filter, you obtain the configuration shown in Fig. 7:</p>
<div id="attachment_101" class="wp-caption aligncenter" style="width: 432px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets71.gif"><img class="size-full wp-image-101" title="secrets7" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets71.gif" alt="" width="422" height="141" /></a><p class="wp-caption-text">Fig. 7. Pickup with eddy currents as signal source with attached lowpass filter 3</p></div>
<p><em><br />
</em></p>
<p><em> </em><strong>Altering Pickup Characteristics</strong></p>
<p>Basically, there are three different ways to change a guitar&#8217;s sound as it relates to pickups:</p>
<p>1. Install new pickups. This method is most common, but also the most expensive.</p>
<p>2. Change the coil configuration of the built in pickups. This is possible with nearly all humbucking pickups. Normally, both coils are switched in series. Switching them in parallel cuts the inductance to a quarter of the initial value, so the resonant frequency (all other factors including the guitar cable being equal) will be twice as high. Using only one of the coils halves the inductance, so the resonant frequency will increase by the factor of the square root of 2 (approximately 1.4). In both cases, the sound will have more treble than before. Many humbucking pickups have four output wires &#8211; two for each coil &#8211; so different coil combinations can be tried without having to open the pickup. Some single coil pickups have a coil tap to provide a similar flexibility.</p>
<p>3. Change the external load. This method is inexpensive but can be very effective. With only a little expense for electronic components, the sound can be shaped within wide limits. Standard tone controls lower the resonant frequency by connecting a capacitor in parallel with the pickup (usually through a variable resistor to give some control over how much the capacitor affects the pickup). Therefore, one way to change the sound is to replace the standard tone control potentiometer with a rotary switch that connects different capacitors across the pickup (a recommended range is 470 pF to 10 nF). This will give you much more sound variation than a standard tone control (Fig. 8).</p>
<div id="attachment_102" class="wp-caption aligncenter" style="width: 364px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets81.gif"><img class="size-full wp-image-102" title="secrets8" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets81.gif" alt="" width="354" height="151" /></a><p class="wp-caption-text">Fig. 8. Changing the frequency response with different external capacitors parallel to a pickup coil</p></div>
<p>These rotary switches are commercially available now, handmade by the author, embedded in epoxy resin (Fig. 9).</p>
<p>&nbsp;</p>
<div id="attachment_103" class="wp-caption aligncenter" style="width: 260px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets91.jpg"><img class="size-full wp-image-103" title="secrets9" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets91.jpg" alt="" width="250" height="228" /></a><p class="wp-caption-text">Fig. 9. Rotary switch with a selection of different capacitors, embedded in epoxy resin</p></div>
<p>Also, adding an internal buffer amplifier can isolate the pickup from some of the loading effects of cable capacitance, thus giving a brighter sound with higher resonance frequency and higher peak.</p>
<p>The table correlates some well-known pickups and their electrical characteristics. However, note that pickups are not precision devices and that old pickups in particular (eg. Fender and Gibson pickups of the fifties) vary so much that almost each one sounds different from the next. Thus, the values of the resonant frequency in the table are rounded to the nearest 100 Hz. Also note that peaks become very flat and large below 1,000 Hz. As the height of the resonance peak depends on the external load resistance (volume pot, tone pot and amplifier input resistance), lowering this load (e.g. by switching resistors in parallel to the pickup) lowers the height. For raising the height of the peak, the load resistance must be increased. In many cases this is only possible by installing a FET or other high-impedance preamp in the guitar.</p>
<p>See <span style="text-decoration: underline;">table</span>: Resonant frequencies of some well-know pickups for various parallel capacitors. (Consider that figures can vary by +/– 10 to 20 % due to sample variations.)</p>
<p>4. Install an active electronic circuit that acts as a second-order low-pass filter. This will give you the possibility to adjust the resonant frequency and the resonance height continuously with potentiometers, instead of only in discrete steps. So you can imitate the sound characteristics of many different guitar and bass pickups. These circuits are called „State Variable Filter&#8221;. The first instrument manufacturer to apply this was Alembic since the seventies, later it was copied by others. Completely mounted circuit boards of this kind, fitting into most common instruments, are available from the author (Fig. 10). They need a 9 V battery for supply, and on some instruments some space inside the body that must be routed.</p>
<div id="attachment_104" class="wp-caption aligncenter" style="width: 310px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets101.jpg"><img class="size-full wp-image-104" title="secrets10" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets101.jpg" alt="" width="300" height="149" /></a><p class="wp-caption-text">Fig.10. Active electronic circuit that acts as a second-order low-pass- filter and imitates the sound characteristics of many different guitar and bass pickups</p></div>
<p>&nbsp;</p>
<p><strong>Measuring Frequency Response</strong></p>
<p>To precisely measure a pickup&#8217;s frequency response, it would be necessary to measure the vibration of the string and compare it with the output voltage at every frequency. In practice, this is very difficult to do. An alternative to moving the string is to subject the pickup to an outside magnetic field, generated by a transmitting coil. This induces a voltage by changing the magnetic flux through the coils. As the induced voltage in the pickup is proportional to the variation of the magnetic field with time, the driving current through the coil must be inversely proportional to the frequency.</p>
<p>A sine wave voltage feeds an integrator circuit to produce an output voltage that is inversely proportional to frequency. This signal then goes into a power amplifier and then to the transmitting coil that actually couples the signal into the pickup. The coil can consist of a pickup bobbin wound with about 50 turns of enamelled copper wire (approximately 0.5 mm, or 0.02 inches in diameter, no. 24). The exact value is not critical. The coil must be driven with a constant current independent of its impedance. It is mounted above the pickup so that it radiates its magnetic field into the pickup coil(s) as fully as possible. With single coil pickups, the axes must be in line with each other; with humbucking pickups, the axis of the transmitting coil must be perpendicular to the axes of the pickup&#8217;s coils (Fig. 11).</p>
<div id="attachment_105" class="wp-caption aligncenter" style="width: 310px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets111.jpg"><img class="size-full wp-image-105" title="secrets11" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets111.jpg" alt="" width="300" height="184" /></a><p class="wp-caption-text">Fig.11. A transmitting coil radiates its magnetic AC field into the pickup coils. So you can measure the frequency response easily</p></div>
<p>To plot the response, vary the sine wave frequency from about 100 Hz to 10 kHz and measure the pickup&#8217;s output voltage with a broad-band multimeter or oscilloscope. The absolute value is not important; what matters is the position of the resonance peak and its height above the overall amplitude at lower frequencies. The effect of different load capacitors (cables) and resistors (pots) is easy to examine with this setup. One of the main advantages of this measuring method is that no modifications on the guitar are necessary, and the pickups need not be removed from the guitar.</p>
<p>This complete measuring arrangement is now available as a commercial instrument. With this, you can easily see what a pickup does with the sound material it gets from strings and body. This is the end of wandering around in the fog. The Pickup Analyzer© (Fig. 12) determines the frequency response, it shows which frequencies are emphasized and which are attenuated &#8211; objectively, independent of strings and body, with mounted or loose pickups. How it works: A transmitting coil radiates an alternating magnetic field into the coil(s) of the pickup. While the frequency is varied over the entire audio range, the instrument measures the output voltage of the pickup. The external load conditions can be varied over a wide range: 11 capacitors from 47 pF to 10 nF and five resistors from 111 kOhm (representing 250 kOhm volume and tone pot in the guitar and 1 MOhm amp input resistance) up to 10 MOhm. Also, the combination of a pickup with a guitar cable can be measured, the influence of different cables on the response is plain to see. Furthermore, it is possible to analyze any modifications on a pickup, such as removing the metal cover or exchanging the magnets for others, or technical defects like short-circuit windings inside the coil. Sample variations of the pickup series can be recognized quickly, deviants can be identified and sorted out. So reclaiming from the manufacturer will have a better chance. The Pickup Analyzer© saves time in development and repairs. Main users are pickup manufacturers, high quality guitarmakers and renowned music shops.</p>
<div id="attachment_106" class="wp-caption aligncenter" style="width: 327px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets121.jpg"><img class="size-full wp-image-106" title="secrets12" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets121.jpg" alt="" width="317" height="184" /></a><p class="wp-caption-text">Fig.12. The &quot;Pickup Analyzer&quot;© - the first commercially available measuring instrument for the frequency resonponse of magnetic pickups.</p></div>
<p>In its first version the Pickup Analyzer worked as a stand-alone device. The figures of frequency and response were read on two seven-segment LED displays. The new second version (Fig. 13) is used in combination with a PC. It is connected via two audio cables to the sound card which works als digital to analog and analog to digital converter.</p>
<div id="attachment_107" class="wp-caption aligncenter" style="width: 434px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets13.jpg"><img class="size-full wp-image-107" title="secrets13" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets13.jpg" alt="" width="424" height="314" /></a><p class="wp-caption-text">Fig. 13. The new PC-coupled Pickup Analyzer©</p></div>
<p>&nbsp;</p>
<p>If you run the measuring software you will get the response curves of the pickup on the PC screen. You can easily store it and print it, or send it to another person by e-mail. Fig. 14 and 15 show some results.</p>
<p>Fig. 14 shows the frequency response of a 1972 Fender Stratocaster Pickup with capacitive load of 470 pF and eight different Ohmic loads from 10 kOhms to 10 MOhms. It can be seen how different values of pots in the guitar influence the height of the resonance peak. With 47 kOhms or less the peak vanishes.</p>
<div id="attachment_108" class="wp-caption aligncenter" style="width: 572px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets141.gif"><img class="size-full wp-image-108" title="secrets14" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets141.gif" alt="" width="562" height="364" /></a><p class="wp-caption-text">Fig. 14. Response of a Fender Stratocaster pickup with 470 pF load capacitance and different Ohmic loads</p></div>
<p>Fig. 15 shows the frequency response of the same pickup, now with constant resistive load of 10 MOhm and eight different load capacitors from 47 pF to 2200 pF. The resonance frequency and so the tonal characteristics can be easily changed by varying the load capacitance.</p>
<div id="attachment_109" class="wp-caption aligncenter" style="width: 574px"><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets151.gif"><img class="size-full wp-image-109" title="secrets15" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets151.gif" alt="" width="564" height="360" /></a><p class="wp-caption-text">Fig. 15. Response of a Fender Stratocaster pickup (1972) with 10 MOhms ohmic load and eight different capacitive loads</p></div>
<p>For comparison Fig. 16 shows the response of an inferior pickup. This is a Hoyer built around 1970, looking like a humbucker but with only one coil inside, capacitive load 470 pF, five different resistive loads. With the 250 k pots used in this guitar there is no more resonance because of very strong eddy currents in the metal parts. The sound is dull.</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2011/10/secrets161.gif"><img class="aligncenter size-full wp-image-110" title="secrets16" src="http://guitardesign.net/wp-content/uploads/2011/10/secrets161.gif" alt="Fig. 16. Response of an inferior pickup." width="564" height="366" /></a></p>
<p><strong>Some final comments</strong></p>
<p>The measured result is really precise only for single coil pickups. Humbucking pickups have certain notches at high frequencies, because the vibrations of the strings are picked up at two points simultaneously. High overtones, where the peak of the waveform occurs over one pole and the trough (valley) of the wave occurs over the other, can produce cancellations. These notches are at different frequencies for each string and cannot be described with a single curve. For instance, with standard size humbucking pickups, for the deep E string the notch is at about 3,000 Hz, for the A string at 4,000 Hz. For the high strings the notch is far above the cutoff frequency fg and can hardly be heard.</p>
<p>The effect of the sound difference between one coil and two coils with a humbucker is overestimated by far. The main reason for getting more treble with one coil is that the resonant frequency has been raised because of the halving of the inductance. Sensing the strings at only one point instead of two also has an effect, but this is much smaller. It can only be compared when the resonant frequency is held constant while switching.</p>
<p>Furthermore, this measuring method does not take into consideration the effect of different output voltages of different pickups. For instance, the Gibson 498T and 500T humbuckers have a very similar transfer characteristic, but the 500T is remarkably louder. In the „crunch&#8221; range of a tube amp a louder pickup produces a different tone than a low volume pickup, even when their transfer characteristics are equal. Nevertheless, testing a pickup in this manner gives useful information on its characteristics. With this knowledge, you can find which type of sounds appeal to you the most, and possibly bend and shape the frequency response with external capacitors and resistors to &#8220;tune&#8221; pickups to your liking (and for the best match to the body and strings).</p>
<p>Finally, the nonlinear distortion of a pickup cannot be measured in this way. It exists, because the relationship between the magnetic flux through the coil(s) and the distance from the magnetic pole to the string follows a hyperbolic curve. So, if the string vibrates in a sine wave (which every harmonic does by itself), additional even harmonics are produced which do not exist in the natural spectrum of the vibration, and as a consequence alter the sound. The resulting distortion depends on the width of the string vibration and can hardly be quantified. The shorter the distance between magnetic pole and string, the stronger it is. This can be heard: With a shorter distance, the sound is more aggressive than with a larger distance. But with too short a distance, the magnets pull the strings, and harmonics are shifted so that they are no longer exact multiples of the fundamental frequency, but a little higher or lower. If this variation is very small, it can sound good and the tone becomes more alive, like with a slight chorus effect. But if it is too large, the sound will be terrible. You will find this problem on many Stratocasters, it is called &#8220;Stratitis&#8221;. The only way to reduce it is to adjust the pickup to be further away from the strings.</p>
<p>&nbsp;</p>
<p>© Helmuth E. W. Lemme, Munich, Germany</p>
<p><span style="text-decoration: underline;">http://www.gitarrenelektronik.de</span></p>
<p>&nbsp;</p>
<p>The first version of this article was published in the American magazine &#8220;Electronic Musician&#8221; (edited by Craig Anderton), December 1986, p. 66 &#8211; 72.</p>
<p>Also reproduced with authorization of the author on &#8220;<a href="http://www.lospennato.com/index.php?option=com_content&amp;view=article&amp;id=90&amp;Itemid=82&amp;lang=en" target="_blank">Electric Guitar and Bass Design</a>&#8220;.</p>
</div>
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		<title>Purity of lines on Guitar and Bass design</title>
		<link>http://www.guitardesign.net/?p=54</link>
		<comments>http://www.guitardesign.net/?p=54#comments</comments>
		<pubDate>Wed, 26 Oct 2011 16:55:25 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=54</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=54"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2011/10/nurbs-150x150.png" class="alignleft wp-post-image tfe" alt="" title="nurbs" /></a>How to design a guitar body so the lines flow smooth and elegantly. Short analysis of the lines of a Les Paul, a Strato, and a Rickenbacker bass. <a href="http://www.guitardesign.net/?p=54">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2011/10/nurbs.png"><img class="alignleft size-thumbnail wp-image-242" title="nurbs" src="http://guitardesign.net/wp-content/uploads/2011/10/nurbs-150x150.png" alt="" width="150" height="150" /></a>Look at a Ferrari, or an iPhone. Everything in them just flows smoothly. Each line is a continuity of the adjacent ones. They are <em>pure. </em>But what do we really mean when we talk about “purity of lines”?<span id="more-54"></span></p>
<p>Look at the uninterrupted, elegant fluidity of Les Pauls and Stratocasters. The perimeter of the body is defined by a sigle, continuous line that defines the concavities and convexities without sudden jumps or insecure changes of direction. Even the sharp corners (found in the vecinity of the heel) make sense, so the horns naturally flow into the neck lines (not shown here):</p>
<p><img src="data:image/png;base64,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" alt="" width="685" height="273" /></p>
<p>Straight lines are pure too, of course. <em>Boring</em> pure, <em>glass-of-tepid-water</em> pure. They have no accidents, no inflection points, no changes. The only attribute it have is length. Circles are pure, too. Regular polygons, spheres&#8230; <em>predictably</em> pure.</p>
<p>I believe that &#8220;purity of lines&#8221; has to do with:</p>
<p><strong>1) the definition of the inflection points.</strong></p>
<p>* Position and number. On the red curve you can say how many inflection points there are, and where are they located. The blue curve is confusing in this sense.<br />
* Separation. The inflection points are clearly set apart. On the blue curve they seem to be competing against each other.<br />
* Well defined peaks. No matter if the peaks are sharp, rounded, acute or wide: they have a clear (not necessarily regular) geometric nature: angular, parabolic, semielliptical, etc. On the blue curve the peaks look undefined.</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/pureza%20de%20lineas%202.png" alt="" width="479" height="148" /></p>
<p><strong>2) The definition of the curves</strong></p>
<p>* Direction. In the red figure you can say in which direction each line is actually curved.<br />
* Change. A curve with a constant curvature (an arc) is pure. A curve with a uniform change (a spiral, for example) is pure. A curve with strongly irregular changes in curvature will probably not be pure.<br />
* Concavities and convexities. The spaces defined by the concavities and convexities of a smooth curve are clearly defined.</p>
<p>Compare:</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/pureza%20de%20lineas%203.png" alt="" width="428" height="131" /><br />
That’s the concept at the core of pure lines:<strong> smoothness</strong>. Compare the spirals below. Both are irregular and very similar. But one has purity of lines, and the other does not:</p>
<p style="text-align: left;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/purity%20of%20lines%20-%20espirales2.png" alt="" width="447" height="161" /><br />
By the way: “Smoothness” makes me think of NURBS (Non-uniform rational basis spline &#8211; <a href="http://en.wikipedia.org/wiki/Non-uniform_rational_B-spline" target="_blank">See Wikipedia entry</a>), which are mathematical models commonly used in computer graphics for generating and representing curves and surfaces which offers great flexibility and precision for handling both analytic and freeform shapes. They have <strong>positional</strong>, <strong>tangential</strong>, and <strong>curvature continuity</strong>. Smooth!</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/nurbs.png" alt="" width="418" height="233" /></p>
<p style="text-align: left;"><strong>As a counterexample found on electric instruments,</strong> let&#8217;s analize a bass whose sounds and looks are amongst my favorite, but from which we can point out a slight, subtle &#8220;impurity&#8221; in the lines: the Rickenbacker 4004 bass. Can you spot it? (Try to find it yourself, and then scroll down to see what I mean):</p>
<p style="text-align: center;"><img class="aligncenter" 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" alt="" width="312" height="225" /></p>
<p style="text-align: left;"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQ8AAAD/CAIAAABgqMTEAAACuklEQVR4nO3TMQ0AMAzAsPInvVLIN1WyEeTJPKCZ3wFwhlugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BSq3QOUWqNwClVugcgtUboHKLVC5BaoF9efYaEOWjxMAAAAASUVORK5CYII=" alt="" /></p>
<p style="text-align: left;">Follow the top line of the instrument from <strong>right to left</strong>. Inside the circle there is a point in which the curve loses the smoothness, it becomes more straight, and then starts curving the other way to define the lower bout:</p>
<p><img class="aligncenter" src="data:image/png;base64,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" alt="" width="308" height="248" /></p>
<p>This also affects the vertical symmetry somehow: the lower line (smooth, sexy) is not reflected in the top line of the body.</p>
<p><strong>This is how I would have resolved this body:</strong></p>
<p style="text-align: center;"><img 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qmrq6uqqh49epR2FvKIdbi6uprH4w0fPpzUgAgRkZKSoqamJhQKk5KSaGeRCWIdPnPmDAD4+vqSGhAh6aWnpwuFQjU1tZSUFNpZZIVYh0NDQwGgnd0tQJxWXFxsaGjI5/PbcYEZgh2eNGkSAOTl5ZEaECFpiMVi9ujAlStX0s4iW8Q6bGhoqK+vT2o0hKS0YsUKdiFhu59xRKbDBQUF7NRTIqMhJKUzZ87w+fzu3bu3eaM5DiHT4YSEBAAICQkhMhpC0nj58qWBgYGKisqFCxdoZ5EHMh1evHgxAJw8eZLIaAi1mUgksrGxAYDQ0FDaWeSETIdHjx4NAB+0NTZCssDuxzh+/Ph2sCCplQh0WCwWa2trm5iYSD8UQtJITU3l8/lGRkZK9XZCoMO5ubkA4ObmJv1QCLVZYWFhly5dBALB5cuXaWeRKwId3rNnDy5XQtQ5OTkBQEREBO0g8kagw3PmzAGAq1evSj8UQm2TmpoKAJaWlsrzZ3ALAh1mN7JUqr9AkEJpbm42Nzfn8XjKue6VQIdNTEy0tbWlHwehtmG3NPfw8KAdhA5pOyyRSIRCIW5Gi2gpKSnR1dXV1tZ+8eIF7Sx0SNvhwsJCAHBwcCCSBqEP5e3tDQBhYWG0g1AjbYevXLkCAPPmzSOSBqEPkpOTw+fzTUxMlHn3GGk7zG4Kv27dOiJpEPogn332GQC01w06WknaDq9btw4ADh06RCQNQq33yy+/4AmbjPQdnjdvHj4cRvJXW1trZGQkEAhu375NOwtl0nbYwcEBAJT2liCiZdmyZQDg5+dHOwh90nbYwsJCTU1NCSfHIIqqq6t1dHR0dXUrKipoZ6FP2g5ra2ubmpoSiYJQK0VGRgLA4sWLaQdRCFJ1uLy8nN2yiFQahN5LJBIZGxurqqo+e/aMdhaFIFWHc3JyAGD27Nmk0iD0XkeOHAGAGTNm0A6iKKTq8PHjxwFg1apVpNIg9F5WVlYAkJOTQzuIopCqw1FRUQAQGxtLKg1C73b16lUAsLW1pR1EgUjV4UWLFgGAkuweiBTB1KlTAaB9n9vwoaTq8IwZM/BsByQ3T548UVFR6devHz7LfJNUHWZ3P8EJHkg+/P39ASA6Opp2EMUiVYfZHTxevXpFKg1Cb/Pq1asOHTp06dKlvr6edhbFIlWHP/30UwBo9+fZIEWwYcMGPEvkH0nVYXNzc01NTVJREHobsVjcq1cvdXX1kpIS2lkUjlQd7tmzZ9euXUlFQeht0tPTlXnHrHeTqsN6enp9+vQhFQWht/H19QWA5ORk2kEUkVQdFggEgwYNIhUFoX8kkUi6d+/eoUMHZd5w5x3a3uGGhgYAGDlyJME0CP3dpUuX8DCgd2h7h0tLSwHA3t6eYBqE/m7hwoUAkJiYSDuIgmp7hx8/fgwALi4uBNMg9BcSicTIyEhLS6uuro52FgXV9g6zxx3irUIkU+wih6lTp9IOorja3mF2Z+n58+cTTIPQXwQEBODGqe/W9g6npaXhfihI1oyNjdXV1WtqamgHUVxt7/CxY8dwAwAkU1lZWQAwadIk2kEUWts7HBsbCwCRkZEE0yD0psWLFwPAgQMHaAdRaG3vcHx8PACEh4cTTIPQm/r06SMUCquqqmgHUWht73BCQgIArF69mmAahFrk5+cDwPjx42kHUXRt73BycjIABAcHE0yDUAv2OL7Q0FDaQRRd2zucmpoKAD/88APBNAi1YKdnnT17lnYQRdf2DrPLwRYuXEgwDUItrKys+Hw+7hLzXm3vMDuBZu7cuQTTIMRqbGxUU1OzsLCgHYQD2t5h9pCHb7/9lmAahFgZGRkAMGvWLNpBOKDtHb516xauCEMysmnTJgDYtWsX7SAc0PYOP3jwAAAmT55MMA1CrOnTpwPAjRs3aAfhgLZ3uKCgAAAcHR0JpkGI1bt3by0tLZFIRDsIB7S9w8XFxbgHAJKFkpISABg9ejTtINzQ9g5XVVXhNxrJwokTJ3BJXOu1vcN1dXUAYGVlRTANQgzDLF26FACOHTtGOwg3tL3DYrEYAIYMGUIwDUIMw7i4uADA/fv3aQfhBmn3pu3fvz+pKAixRo4cied4tZ5UHe7evXu3bt1IRUGI1adPH21tbdopOEOqDltZWfF4vMbGRlJpEGIYRkNDw9TUlHYKzpCqw9OmTQOAhw8fkkqDUHV1NT7v+CBSdZjdc/DcuXOk0iB07949AHB1daUdhDOk6jA7qXXv3r2EwiD0/2taFy1aRDsIZ0jV4cTERABYuXIlqTQIsdt3RERE0A7CGVJ1ODs7GwBmz55NKg1CGzduBIC4uDjaQThDqg6z81rt7OxIpUGI3Y8Wb7K0nlQdZhhGXV39448/JhIFIYZhPDw8AODu3bu0g3CGtB02NTXV0NAgEgUhhmEmTJgAAGVlZbSDcIa0HR4zZgwAlJSUEEmD0OTJkwHg+fPntINwhrQdnjlzJgBcu3aNSBqEPD098bP0B5G2w8uXL8dlYoggX19fAMjMzKQdhDOk7fDu3bsBYOPGjUTSIPTjjz8CwJkzZ2gH4QxpO8ye9oCzahApa9asAYDjx4/TDsIZ0naYnd3q7OxMJA1CUVFRABAbG0s7CGdI22GRSKSpqdmnTx8iaRDas2cPAGzbto12EM6QtsMMw4wYMQIAKisrpR8KoUOHDgHAunXraAfhDAIdZm8k4uQ4RMRvv/0GAEFBQbSDcAaBDsfExADA+vXrpR8KoQsXLgCAn58f7SCcQaDDN27cAIDp06dLPxRC+fn5ADBx4kTaQTiDQIebm5vV1dXNzMykHwohhmF0dXWNjIxop+AMAh1mGGb48OF8Pr+mpobIaEjJ2djY4CT81iPT4fnz5wPA6dOniYyGlNyiRYsAIDU1lXYQbiDT4YSEBAAIDAwkMhpScrGxsQCwevVq2kG4gUyHy8vL+Xz+sGHDiIyGlNyzZ88A4NNPP6UdhBvIdJhhmKFDh/L5/IqKClIDImU2dOhQHo+Hq4hbg1iH2W2QcBEiImLVqlUAsHXrVtpBOIBYh9PS0gBg3rx5pAZEyoyddDB27FjaQTiAWIfr6urU1NRwfzxEirm5OY/Hww093otYhxmGsbW1BYCnT58SHBMprX379gHArFmzaAdRdCQ7HBERAQAbNmwgOCZSWs3NzR999JFQKMQ7W+9GssNPnz7l8XiWlpYEx0TKbPPmzQDw/fff0w6i0Eh2mPnvCe6PHz8mOyxSTnV1dT169FBRUbl69SrtLIqLcIfZX5w//fQT2WGR0mI3bDM1Na2traWdRUER7vDLly/5fP4nn3xCdlikzNjZ+HPnzqUdREER7jDz35Mf8vLyiI+MlFNtba2pqSkAhIWF0c6iiMh3ODo6GiesI7Lu3r1raGiINf5H5DtcVlamqqpqYmIiFouJD46U1v3797t3785utdXc3Ew7jgIh32GGYb755hsASEpKksXgSGnl5eX16NEDAIYNG5abm0s7jqKQSYezs7MBYPTo0bIYHCmzoqIiFxcXABAKhStWrCgtLaWdiD6ZdJhhmFGjRgFATk6OjMZHyuzIkSNdunQBADU1NVdXVyXfF1lWHT569CgAuLu7y2h8pOTKysqWLVvGfrQGAENDQwcHh6VLlx4+fPj+/fsikYh2QPmRVYdFIhE72fXFixcyugRCIpEoOTnZyclJW1sb3hAcHEw7mvzIqsMMw4SHh+OG/VxXW1ubmZmZkJAQHx8fExOzY8eOqKio8PDwffv2ZWZmVldX0w74/yQSyYMHDxISEpYuXaps92Jk2OGKigotLS1dXd3y8nLZXQWRVV5enpCQsHz5cmdn5759+/L5fHinHj162NnZLViwYNeuXQrymatfv35qamoNDQ20g8iJDDvMMExwcDCuO+GE/Pz8jRs32tjYqKiotPRTS0vL0tLSy8tr1apVP/30U1RU1I4dO2JiYuLi4iIiImbNmjVixAhdXd2W1/P5fDs7u71799J9f/7uu+8A4MKFCxQzyJNsO1xTU2NgYKCqqvrw4UOZXgi1zdOnT0NCQgYNGtTSwwEDBixZsiQxMfHhw4cSiaQ1g7x8+fLcuXNhYWEt46irq0+ZMuXXX39t5QhkHThwAABWrVol/0tTIdsOMwyzc+dOAJgyZYqsL4RaTyKR/P777xMnTmQ/KgsEAhsbm40bNz569EjKkXNzc3/88cePPvqILfPAgQPlP9Xn6dOnSrUXl8w7LBKJzM3NAeDy5cuyvhZ6r7KysvDw8D59+rAd69+//5YtW4jvKCyRSC5evOji4sLj8QBg+PDhcj60wcDAwMDAQJ5XpEjmHWYYJiUlBQCsrKzkcC30NpWVlcHBwewzGKFQ6OrqKoe/GHNychwdHdnfF9bW1nL7G3XAgAECgUA+16JOHh1m/rsg8eDBg/K5HHpTTU3N6tWr2ZtP+vr6a9asKS4ulmeAjIwMe3t7tslubm5yuH1tbW0NAFVVVbK+kCKQU4evX78uEAg6d+788uVL+VwRMQxTV1cXERHRuXNnAOjQocOKFSso3jFOTU01MzMDAB0dncjISJmuPWL3hFKSgzjl1GHmvzv3Ozg4yO2KyqyhoWHz5s3dunUDAE1NzcDAQEV4St/Y2Lhu3TotLS0AsLCwkN1BmT179tTT05PR4IpGfh0WiUTsb8cdO3bI7aJKqLm5OTo6umfPnuySgIULFxYVFdEO9T+eP3/+9ddfsx+tXVxcnjx5Qnb8mpoaFRWVQYMGkR1WYcmvwwzDPHr0SEdHR1NTE3fqkQWRSLR//34TExMAUFVVnTNnzrNnz2iHeqtz584NGDAAADQ0NFauXFlfX09qZPZxpvKcpCvXDjMMExMTAwCWlpa4FQNZv//+e//+/QFARUXF09NT+ie9ciASiTZv3szebOvdu3d8fLz0642am5sHDhyoVDu6ybvDDMOwa7hxLQQpubm5X3zxRctHU84dUFRaWurt7c3ONunTp8+OHTukeU/29vYGAHt7e4IJFRyFDpeVlbEbI/3888/yv3p7UlxcPGfOHHaG8/Dhwy9evEg7UdvdunXL3d1dIBAAgIGBwbp16z70Jtzr168DAgIAwNTUVM4Pz+ii0GGGYXJycnR0dAQCQUpKCpUAXFdfXx8WFqajowMAPXv2jIuLozIzmbgnT574+vpqaGiwfxSMHDly1apVWVlZ795f8fXr1xs2bOjatSsAdOvWLT8/X26BFQGdDjMMc/r0aVVVVU1NzYyMDFoZOOrgwYPGxsYAoK2tvWbNmrq6OtqJCCspKfnLSowuXbo4OTl5eHjMnz8/MDBwzZo1UVFRa9eunTZtmpmZGfs5XF1d3d/fXwl32KLWYYZh4uLieDxe586d79+/TzEGh1y5csXKyop9j/L29la0h0bEFRYWxsTETJs2TU9P720LmDU1NUeMGBEQEKC0xyPS7DDDMD/99BMA9OrVC+dvvduTJ09anqna29v/+eeftBPJlUgkevTo0Y0bNy5dunTq1KmEhIR9+/bFx8ffvn1bqbbO+keUO8wwjJ+fHwD069cPT0v8R4WFhT4+PkKhkF1mdPLkSdqJkGKh32GxWOzh4cHejczKyqIdR4EUFRV9//336urqAGBoaLh9+3Z8z0F/R7/DrJCQEPZvm+PHj9POQl9paenixYs1NTXZ2zmRkZHt78YVIkVROswwzIEDB4RCIZ/Pj4qKop2FmoqKiqCgIHaVr76+fmho6OvXr2mHQgpNgTrMMMyFCxf09fUBwM/PT9kmY1ZXV69cubJjx47sOsGQkBDF2fkVKTLF6jDDMHl5eexhs0OGDFGSo15qampCQ0PZX15aWlpLlixRhHWCiCsUrsMMw5SXl7PPUQQCQWBgIMEVLYrm1atXkZGR7NFBGhoa/v7+JSUltEMhjlHEDrNOnDjBnqZjamqanp5OOw5h9+7dW7BgATtZUigU+vj4KMgG64hzFLfDDMNUV1fPmTOHx+PxeLzvvvuO+PaL8icWi5OTk+3t7dkNHzt16hQYGFhQUEA7F+IwhdhfWFgAAAK7SURBVO4wKz09vW/fvuw+TAEBAYq8rv0dCgsLIyIiWjaFHTx48J49e/CJEZIeBzrMMExdXd2yZcvYxeKqqqru7u43b96kHapVKioqoqOjbW1tW3Zjnzp1KqcXCSJFw40Os2pqaqKiotglOwDwxRdfnD17lnaof1ZbW3vw4EEnJyd2jiR74kFYWBhHP0QgRcalDrNEItHBgweHDh3KdsPc3DwwMPCPP/6gPg9RIpHcvHkzMjLSwcGB3bqRXc6xZMmS3NxcutlQO8a9Drc4f/68o6Mju/MDO6vJzc3tl19+kfOtr/z8/N27d7u6urKPiFhGRkY+Pj6XL19uH0vzkSLjcIdZVVVVhw8fdnd3Z3dCZ9fWWltbBwUFxcbGZmZmVlZWErxcQ0PDjRs34uLilixZMnHixJbDwQBAV1fX2dl527ZtuBwayRPnO9xCLBZfuXJl6dKlgwcP/ssy8a5du1pbW3t5eYWHh//6669Xrly5fv36/fv3nz17Vl5e/pc5JM3NzSUlJffu3bty5UpKSkpsbGxUVFRwcPCUKVP69ev35vG87MQMW1vbtWvXZmZmUv8wj5RT++nwm54/f56cnLx+/Xpvb+/PP//cwMDgbbtAsHg8nqamZufOndlJF2+jpqY2ePBgNze3tWvXJiUlPXjw4N37PCEkB+2zw39XVVWVmZkZGxsbFBQ0d+7cmTNnfv31105OTvb29tbW1sOGDbOwsDAxMTE3Nx85cqSjo6OHh8fChQtXrly5efPmuLi4kydP3r9/H99pkQJSlg4j1F5hhxHiNuwwQtyGHUaI27DDCHEbdhghbsMOI8Rt2GGEuA07jBC3YYcR4jbsMELchh1GiNuwwwhxG3YYIW7DDiPEbdhhhLgNO4wQt2GHEeI27DBC3IYdRojbsMMIcRt2GCFuww4jxG3YYYS47f8APDTi5sA5VHMAAAAASUVORK5CYII=" alt="" width="321" height="244" /></p>
<p style="text-align: left;">What do you think of it? What would you have done? Let me know!</p>
<p style="text-align: left;"><span style="color: #888888;"><em>Be inspired and make music!</em><br />
</span></p>
<h5 style="text-align: left;"><span style="color: #888888;">Visit my guitar website: <a href="http://www.lospennato.com">http://www.lospennato.com</a></span></h5>
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		<title>Evil corporations logo design</title>
		<link>http://www.guitardesign.net/?p=51</link>
		<comments>http://www.guitardesign.net/?p=51#comments</comments>
		<pubDate>Wed, 26 Oct 2011 15:43:32 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=51</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=51"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2011/10/weyland-yutani1-150x150.png" class="alignleft wp-post-image tfe" alt="" title="weyland-yutani" /></a>Even companies that are willing to bring about the end of the world need to do some marketing. Killing us all in the process of making a profit is anecdotical; what's important is to have some cool logo to embellish their letterheads.  <a href="http://www.guitardesign.net/?p=51">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2011/10/weyland-yutani1.png"><img class="alignleft size-thumbnail wp-image-239" title="weyland-yutani" src="http://guitardesign.net/wp-content/uploads/2011/10/weyland-yutani1-150x150.png" alt="" width="150" height="150" /></a>This five fictional corporations are expanding their business in questionable directions. They trick you into placing your trust on them, and then you get hit by a giant robot, a vicious virus, a replicant and whatnot. They have cool logos, though.<span id="more-51"></span><strong> </strong></p>
<p><strong>1. Weyland Yutani </strong>(&#8220;Alien&#8221;, directed by Ridley Scott, 1979)</p>
<p><img src="http://www.lospennato.com/images/stories/blog_images/weyland-yutani.png" alt="" /></p>
<p><strong>The company: </strong>Apart from building very cool androids, this respectable American-Japanese conglomerate used to make its daily bread by excelling at &#8220;terraforming&#8221; &#8211; injecting an atmosphere on inhabitable planets and stuff.</p>
<p>Shortly after, sadly, some of their customers got annihilated by horrible insect-like monsters which used the colonists&#8217; torsos as nursery.</p>
<p>W.Y. went ahead, nonetheless, and tried to bring those bastards to Earth to use them as weapons. Or maybe as pets. Yeah, that would be cool: having your kids playing with predators with molecular acid instead of blood running through their veins.</p>
<p><strong>The logo</strong> looks very industrial, very structural, in sintony with their business. The font&#8217;s choice is a classic: the Eurostyle. In foreground, the &#8220;W&#8221;, with the &#8220;Y&#8221; behind. Clever, serious and good looking. This is one of my all-time favorite logos. Good slogan, too, although not always supported by historical facts.</p>
<div class="wp-caption aligncenter" style="width: 619px"><img src="http://www.lospennato.com/images/stories/blog_images/alien.jpg" alt="" width="609" height="165" /><p class="wp-caption-text">&quot;Mommy! Fido is eating Granma!&quot;</p></div>
<p><strong>2. Cyberdyne Systems </strong>(&#8220;The Terminator&#8221;, directed by James Cameron, 1984)</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/cyberdyne.png" alt="" width="294" height="206" /></p>
<p><strong>The company:</strong> It seems that Cyberdyne went from programming some free Joomla extensions and ringtones, to creating a self-conscious artificial intelligence who spawned an entire race of killing machines, the most charming among them being some liquid poly-alloy terminators. <em> </em></p>
<p><strong>The logo:</strong> The &#8220;C&#8221; and the &#8220;D&#8221; of CyberDyne are represented by the triangle, which includes the letter &#8220;y&#8221; in it, too. I interpret the internal elements of the logo as the integration of humanity and cybernetics, poetically converging together. I am sure that such analysis looked great on their business plan, but they failed in the implementation phase, bringing Judgement Day instead. <em>Way to go, a-holes!</em></p>
<div class="wp-caption aligncenter" style="width: 150px"><img src="http://www.lospennato.com/images/stories/blog_images/terminator.jpg" alt="" width="140" height="193" /><p class="wp-caption-text">&quot;You want me to clean the toilet for you? Hahaha... Oh, boy, you ARE killing me...&quot;</p></div>
<p><strong>3. OCP </strong>(&#8220;Robocop&#8221; &#8211; Directed by Paul Verhoeven, 1987)</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/ocp.png" alt="" width="210" height="218" /></p>
<p><strong>The company:</strong> OCP is into a lot of things: construction, transportation, and some really good breakfast cereal. Later on they went onto manufacturing robotic police forces, but only the first prototype worked fine: the rest of the product line was nothing but a bunch of soulless, stupid walking machine guns.</p>
<p><strong>The logo</strong> represents the &#8220;O&#8221; of &#8220;Omni&#8221; including everything in it (honoring the spirit of the Latin word); it engulfs even the &#8220;Consumer&#8221;, represented by a C that seems to be &#8220;eating&#8221; the P of &#8220;Products&#8221;.</p>
<p>Also, the &#8220;P&#8221; is on top of the other letters, which means they put their products above their customers, who are also &#8220;trapped&#8221; inside the &#8220;O&#8221;.</p>
<p>Metaphorical, isn&#8217;t?</p>
<div class="wp-caption aligncenter" style="width: 481px"><img class=" " src="http://www.lospennato.com/images/stories/blog_images/robocop.jpg" alt="" width="471" height="234" /><p class="wp-caption-text">&quot;No, Ma&#39;am; for technical service please call our Hotline, 0-800-OCP-HELP&quot;.</p></div>
<p><em><br />
</em></p>
<p><strong>4. Tyrrell Corporation</strong> (&#8220;Blade Runner&#8221;, directed by Ridley Scott, 1982)<img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/tyreel_corp.png" alt="" width="237" height="203" /></p>
<p><strong>The company:</strong> Tyrrell Corp. is not an evil corporation <em>per se</em>. In fact, their intentions were good. They failed in considering two small details: the synthetic-humans&#8217; feelings, and the real-humans&#8217; safety. I regret they are not in business, as long as Google shows. I would have loved to catch some good deal on a <strong>Sean Young&#8217;s</strong> look-alike replicant&#8230;</p>
<p><strong>The logo</strong> represents an owl (symbol of wisdom) over &#8220;T&#8221; of Tyrrell looking almost as a trident. The logo has the shape of a shield, which gives a certain strong, trustworthy aura to it.</p>
<div class="wp-caption aligncenter" style="width: 311px"><img src="http://www.lospennato.com/images/stories/blog_images/bladerunner.png" alt="" width="301" height="240" /><p class="wp-caption-text">&quot;I may be synthetic, but I am not stupid, mister. You say &#39;coffee&#39;, but you mean something else.&quot;</p></div>
<p><strong>5. Umbrella Corporation</strong> (&#8220;Resident Evil&#8221; &#8211; Directed by Paul W.S. Anderson, 2002)</p>
<p style="text-align: center;"><img class="aligncenter" src="http://www.lospennato.com/images/stories/blog_images/umbrella.png" alt="" width="368" height="146" /></p>
<p><strong>The company:</strong> Despite its name, this company is <em>not</em> the business of producing rainwear; no Bed-Bath-&amp;-Beyond-like branding going on here.</p>
<p>They produce pharmaceutical products. But I am not talking about aspirin: I am talking about the vicious T-Virus, a genetically modified microscopic terror that ends up causing a Zombie Holocaust.</p>
<p><strong>The logo</strong> and the name of the company seem to have been chosen in a hurry, since they are more adapted to ladies&#8217; apparel than to mass destruction biological products. Well, at least the logo is simple, which is always nice.</p>
<p>&nbsp;</p>
<div class="wp-caption aligncenter" style="width: 374px"><img src="http://www.lospennato.com/images/stories/blog_images/resident_evil.png" alt="" width="364" height="123" /><p class="wp-caption-text">&quot;That&#39;s it, brain-eater... come to papa... I have your medicine right here...&quot;</p></div>
<p>&nbsp;</p>
<p><em>Be inspired, make music!</em> ?</p>
<p>&nbsp;</p>
<h5><span style="color: #888888;">(This is a fan article. All the logos are fictional, and so are the companies. I drew this logos myself, and to that extent are free to use and reproduce. Third parties rights may apply, though. All pictures are reproduced under Creative Commons licence, reproduced originally on Flickr.com: Vermin Inc, Kadath, sjmck, Thomas Duchnicki, shaun wong).</span></h5>
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		<title>How to design a custom logo for your guitars</title>
		<link>http://www.guitardesign.net/?p=26</link>
		<comments>http://www.guitardesign.net/?p=26#comments</comments>
		<pubDate>Wed, 26 Oct 2011 13:48:55 +0000</pubDate>
		<dc:creator>lospenna</dc:creator>
				<category><![CDATA[Font and Logo Design]]></category>
		<category><![CDATA[Guitar Design]]></category>

		<guid isPermaLink="false">http://www.guitardesign.net/?p=26</guid>
		<description><![CDATA[<a href="http://www.guitardesign.net/?p=26"><img align="left" hspace="5" width="150" src="http://guitardesign.net/wp-content/uploads/2011/10/guitar-logos3-150x82.png" class="alignleft wp-post-image tfe" alt="" title="guitar logos3" /></a>So you want to design a logo for your handmade guitars? Learn here how the big boys do it, plus some "do's" and "don'ts". <a href="http://www.guitardesign.net/?p=26">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://guitardesign.net/wp-content/uploads/2011/10/guitar-logos3.png"><img class="alignleft size-thumbnail wp-image-248" title="guitar logos3" src="http://guitardesign.net/wp-content/uploads/2011/10/guitar-logos3-150x82.png" alt="" width="150" height="82" /></a>Are you looking for a new logo to identify your guitars? Are you coming up again and again with Fender-like logos, only with your name instead?<br />
Read this (very brief) excerpt from my book on guitar design <img src='http://guitardesign.net/wp-includes/images/smilies/icon_smile.gif' alt=':)' class='wp-smiley' /> <span id="more-26"></span></p>
<p>Take a look at the following guitar logos, trying to identify some common characteristics:</p>
<p><a href="http://guitardesign.net/wp-content/uploads/2011/10/guitar-logos2.png"><img class="aligncenter size-full wp-image-27" title="guitar logos" src="http://guitardesign.net/wp-content/uploads/2011/10/guitar-logos2.png" alt="" width="662" height="245" /></a></p>
<p>Have you noticed?</p>
<p>1) Almost all of them are based on surnames.</p>
<p>2) They use <em>script</em> fonts, that is, typographies that resemble handwriting.</p>
<p>3) Most of them are slightly angled, imitating a signature.</p>
<p>4) Almost half of them include the word “guitars”.</p>
<p>If you want to design your logo in the same traditional style than the ones above, then your job is half done: find a script font you like, write your own name with it, add some graphic elements (an artsy underline, a variation in the initial letter, etc.), and there you go.</p>
<p>You can design your own logo, of course. Be aware, though, that logo design is a complex discipline, a subject of study in itself, full of aesthetic, artistic, psychological and symbolic connotations; it needs a lot of dedication and experience to create logos that can be considered “great”, or even “good”.</p>
<p>In the article <a href="http://www.smashingmagazine.com/2009/06/25/10-common-mistakes-in-logo-design/" target="_blank">10</a><a href="http://www.smashingmagazine.com/2009/06/25/10-common-mistakes-in-logo-design/" target="_blank"> tips on how to avoid common mistakes in logo design</a> the first advice warns against “having your logo designed by an amateur”, be that you, a friend, or an inexperienced graphic designer. But if you really want to design your own logo, check the following article, which lists <a href="http://tannerchristensen.com/rules-for-logo-design/" target="_blank">45 Rules for Creating a Great Logo Design.</a></p>
<p>From my part, I wish to offer these “dos and don’ts” of logo design, with focus in guitar branding:</p>
<table border="1" cellspacing="0" cellpadding="3">
<tbody>
<tr>
<td valign="top" width="276"><strong>Do, if possible</strong></td>
<td valign="top" width="276"><strong>Avoid, if possible</strong></td>
</tr>
<tr>
<td valign="top" width="276">
<ul>
<li>Are your guitars “heavy metal”? Vintage-like? Futuristic? Design the logo in a style that mirrors that of your instruments.</li>
</ul>
<ul>
<li>Ideally, make the logo recognizable both vertically and horizontally (the positions in which a guitar is normally held or looked at).</li>
</ul>
<ul>
<li>Make it timeless. Ignore current trends. For example, as I write this, one of the latest <em>hips</em> in logo design is using a <em>lot</em> of colors!</li>
</ul>
<ul>
<li>Design a <em>memorable</em> logo: easy to understand, easy to remember, easy to recognize, and different from the rest. This is the main challenge of good logo design.</li>
</ul>
<ul>
<li>Ignore the rules, if you must (even these ones).</li>
</ul>
<p>&nbsp;</td>
<td valign="top" width="276">
<ul>
<li>Guitar branding <em>clichés</em> – for example: guitar outlines, 6 lines representing strings, G clefs, etc.</li>
</ul>
<ul>
<li>Copying others. Not only names (tough luck if your last name happens to be “Gibson”!), but also fonts, graphic elements, etc.</li>
</ul>
<ul>
<li>Designing too complicated a logo. It might result confusing to understand, details may get lost, and it will be difficult to carve, inlay, etc.</li>
</ul>
<ul>
<li>Using too many fonts (more than two), or too complex ones. Trying to read the logo will result difficult, even annoying.</li>
</ul>
<ul>
<li>Diffuse, “ghostly” outlines, timid presence, gradient colors. Always go for a clear, solid visual statement.</li>
</ul>
</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><strong>A quick way to &#8220;create&#8221; a sober logo is just using your signature.</strong> It doesn’t have to be your real signature, especially if your penmanship is like your doctor’s. Use a simplified, stylized version instead. It looks elegant, and it is very simple to make: just use a permanent marker.</p>
<p>Logos in guitars can also be inlayed (as in many Gibson instruments), or applied in the form of a decal (Fender style), or carved into the wood. I have my logo laser cut from a thin metal sheet, and glued to the instrument before the transparent finishing coats are applied.</p>
<h5><span style="color: #808080;">This article is an extract of my book </span><a href="http://www.lospennato.com/index.php?option=com_content&amp;view=article&amp;id=90&amp;Itemid=82&amp;lang=en" target="_blank"><span style="color: #808080;">Electric Guitar &amp; Bass Design</span></a><span style="color: #808080;">. And if you like guitars, </span><a href="http://www.lospennato.com"><span style="color: #808080;">visit my other website to see my crazy instruments</span></a><a href="http://www.lospennato.com/undefined"><span style="color: #808080;">.</span></a></h5>
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