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<title>Forum - Tips &amp; Tricks - Wheels animation tricks - Messages</title>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<description>Forum - Tips &amp; Tricks - Wheels animation tricks - Messages</description>
<language>en-us</language>
<docs>http://blogs.law.harvard.edu/tech/rss</docs>
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<pubDate>Mon, 27 Feb 2017 00:40:18 GMT</pubDate>
<lastBuildDate>Mon, 27 Feb 2017 00:40:18 GMT</lastBuildDate>
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<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from PatMarrNC</title>
<description><![CDATA[<b>ikes</b> wrote:<br/><div class='quote'><b>PatMarrNC</b> wrote:<br/><div class='quote'>I don't understand how you unwrapped the round shape  into a rectangular shape that could be scrolled sideways... is that a  setting in Blender? <br/>  <br/> (I understand how to make the tread part rectangular, it's the wheel's hub that remains a mystery to me... <br/> edited by PatMarrNC on 26/02/2017 </div> <br/>  <br/> Very nice thinking out of the box Rod! Good find! <br/>  <br/> Pat,  if I understand correctly you need to make seams like the lines in this  image if that is your 3d wheel object. The straight lines out from the center are  the two short sides of the rectangle like seen on the right. The inner seam becomes the top and the outer seam the bottom. <br/> <a 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" 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" border="0"></a> </div> <br/> thanks Ikes.. that's a very good way of explaining the procedure! Not what I originally imagined, but certainly better than what I would have tried on my own!]]></description>
<pubDate>Mon, 27 Feb 2017 00:40:18 GMT</pubDate>
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<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from PatMarrNC</title>
<description><![CDATA[Very clever Rod! You're on a roll lately! One great idea after another... and I really like the flexibility you get from each of these procedures! <br/>  <br/> I think I understand now that I'll have to manually convert the circular UV to a rectangle... (I never would have thought of that in a million years!) <br/>  <br/> I experimented with your pigeon wing animation idea and tried to use it to animate the legs of a quadraped, but I must not be creating the right file format... it almost works, but I don't get a good solid texture like yours. At first I  wondered if my computer can't handle the overhead; But your pigeons work on my computer, so it must not be the computer. Must be my ongoing inability to create an AVI that plays in Muvizu... <br/>  <br/> (added to the WIKI page "USER CREATED TUTORIALS") <br/>  <br/> ----------------------------------- <br/> <em>edited by PatMarrNC on 27/02/2017</em>]]></description>
<pubDate>Mon, 27 Feb 2017 00:35:46 GMT</pubDate>
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<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from Rodrisilva</title>
<description><![CDATA[This weekend I'm not working. So, I made another little video where camera capture "texture" is applied over custom eyes <br/> The end result is here: <br/>  <br/> <div class="iframe-wrapper"><iframe src="https://www.youtube.com/embed/kJ_UXybo6Ag?rel=0" frameborder="0" allowfullscreen></iframe></div> <br/> <em>edited by Rodrisilva on 27/02/2017</em>]]></description>
<pubDate>Sun, 26 Feb 2017 23:31:09 GMT</pubDate>
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<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from Rodrisilva</title>
<description><![CDATA[<b>PatMarrNC</b> wrote:<br/><div class='quote'>I don't understand how you unwrapped the round shape into a rectangular shape that could be scrolled sideways... is that a setting in Blender? <br/>  <br/> (I understand how to make the tread part rectangular, it's the wheel's hub that remains a mystery to me... <br/> edited by PatMarrNC on 26/02/2017 </div> <br/>  <br/>  <br/> No special setting in Blender. All hand made. The trick is to have a small discrete circle in the center. See pictures below. <br/> Seams are in red. The rectangular shape has been perfected by hand. <br/>  <br/> <a href="http://s32.photobucket.com/user/rodrisilva/media/BlenderTrick1_zpszag1yswl.png.html" target="_blank" rel="nofollow"><a href="http://i32.photobucket.com/albums/d32/rodrisilva/BlenderTrick1_zpszag1yswl.png" target="_blank"><img src="http://i32.photobucket.com/albums/d32/rodrisilva/BlenderTrick1_zpszag1yswl.png" border="0"></a></a> <br/> <a href="http://s32.photobucket.com/user/rodrisilva/media/BlenderTrick2_zps5ro5qu3t.png.html" target="_blank" rel="nofollow"><a href="http://i32.photobucket.com/albums/d32/rodrisilva/BlenderTrick2_zps5ro5qu3t.png" target="_blank"><img src="http://i32.photobucket.com/albums/d32/rodrisilva/BlenderTrick2_zps5ro5qu3t.png" border="0"></a></a>]]></description>
<pubDate>Sun, 26 Feb 2017 23:19:46 GMT</pubDate>
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<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from ikes</title>
<description><![CDATA[<b>PatMarrNC</b> wrote:<br/><div class='quote'>I don't understand how you unwrapped the round shape  into a rectangular shape that could be scrolled sideways... is that a  setting in Blender? <br/>  <br/> (I understand how to make the tread part rectangular, it's the wheel's hub that remains a mystery to me... <br/> edited by PatMarrNC on 26/02/2017 </div> <br/>  <br/> Very nice thinking out of the box Rod! Good find! <br/>  <br/> Pat,  if I understand correctly you need to make seams like the lines in this  image if that is your 3d wheel object. The straight lines out from the center are  the two short sides of the rectangle like seen on the right. The inner seam becomes the top and the outer seam the bottom. <br/> <a 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" 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" border="0"></a>]]></description>
<pubDate>Sun, 26 Feb 2017 23:12:08 GMT</pubDate>
</item>
<item>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from Speedking5</title>
<description><![CDATA[Awesome trick love it!]]></description>
<pubDate>Sun, 26 Feb 2017 22:31:32 GMT</pubDate>
</item>
<item>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from PatMarrNC</title>
<description><![CDATA[I don't understand how you unwrapped the round shape into a rectangular shape that could be scrolled sideways... is that a setting in Blender? <br/>  <br/> (I understand how to make the tread part rectangular, it's the wheel's hub that remains a mystery to me... <br/> <em>edited by PatMarrNC on 26/02/2017</em>]]></description>
<pubDate>Sun, 26 Feb 2017 16:32:44 GMT</pubDate>
</item>
<item>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from ukBerty</title>
<description><![CDATA[Rod, I can only second that you are a genius.]]></description>
<pubDate>Sun, 26 Feb 2017 07:15:52 GMT</pubDate>
</item>
<item>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from PatMarrNC</title>
<description><![CDATA[Wow, Rod! You're an animation genius! Thanks for sharing these great ideas! This is very useful! <br/>  <br/> (I just added this to the WIKI on the USER CREATED TUTORIALS page) <br/>  <br/> I especially like the FLEXIBILITY This approach gives the director... you can programmatically change the speed of rotation as the car changes gears! Your other solution would require a separate video for each speed... but this approach doesn't require the overhead of any video at all! <br/>  <br/> --------------------------------- <br/> <em>edited by PatMarrNC on 26/02/2017</em>]]></description>
<pubDate>Sun, 26 Feb 2017 00:24:54 GMT</pubDate>
</item>
<item>
<link>http://www.muvizu.com/Forum/topic6227-wheels-animation-tricks.aspx</link>
<title>Message from Rodrisilva</title>
<description><![CDATA[Hi <br/>  <br/> Some time ago I revealed my personal approach to bypass muvizu limitation on wheels animation. As many of you know the trick was a sort of simulation using animated textures. <br/> Today I present you a more flexible way of doing wheels animation without the need of AVI file or any other kind of movie. <br/>  <br/> The tuto is on my youtube channel and soon in Muvizu gallery:  <br/>  <br/> <div class="iframe-wrapper"><iframe src="https://www.youtube.com/embed/k-vJDUAoYU4?rel=0" frameborder="0" allowfullscreen></iframe></div>]]></description>
<pubDate>Sat, 25 Feb 2017 21:19:13 GMT</pubDate>
</item>
</channel>
</rss>
