tag:blogger.com,1999:blog-71587655171111954052024-02-23T04:27:55.730-08:00A CNC machine in my garageHere I'm sharing my learnings, projects and experiences with CNC 3040 router/milling/cutting machine I have in my garage. Here I will include all the projects I will make with the Arduino processor and accessories. You are welcome to comment, and share. Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.comBlogger52125tag:blogger.com,1999:blog-7158765517111195405.post-91378420984788677862021-01-31T13:32:00.006-08:002021-01-31T13:32:49.909-08:00Fourth Axis<p> After a long wait, I just received from China the 4th axis for my router. Now it is time to install it. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9eguKMGVWoPMTURLvDaWv9rEIL5J1xV_QapHa_3uHPLo96LcUTEbio7sSQWb4q1Vj30CRjq0Hizj0yYim9aL1T-_QM-D_4fk444RmwlTghCM4bUR8km3QdXcwvZ9cZkwYkFz1YINBjSY/s4032/20210131_154808.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9eguKMGVWoPMTURLvDaWv9rEIL5J1xV_QapHa_3uHPLo96LcUTEbio7sSQWb4q1Vj30CRjq0Hizj0yYim9aL1T-_QM-D_4fk444RmwlTghCM4bUR8km3QdXcwvZ9cZkwYkFz1YINBjSY/s320/20210131_154808.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2EeibkoEl1BEi5fwx3t1Yp6ERYbIrSrVhS8PhwoxcpI1_3cumxTpwfBmUKR3XusNXdZyhvXo2RV7aTwT7L8_P1c5gZ-YmhpcIPjFINWt9xbo7KXdbfU9zBQ-Ll0TrLL9z6jB2tJH1AdE/s4032/20210131_154711.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2EeibkoEl1BEi5fwx3t1Yp6ERYbIrSrVhS8PhwoxcpI1_3cumxTpwfBmUKR3XusNXdZyhvXo2RV7aTwT7L8_P1c5gZ-YmhpcIPjFINWt9xbo7KXdbfU9zBQ-Ll0TrLL9z6jB2tJH1AdE/s320/20210131_154711.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">I will make a set of holes with thread inserts on the sacrificial MDF board to make possible the use of the 4th axis or A-axis or B-axis, </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">The electrical installation will be straight forward as I added to the original design of the control box the stepper motor driver and all the connections to the Pokeys control board. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">The next step will be to configure MAHC4 for the 4th axis, which I think will be only time consuming as they have a profile for the 4th axis. It is named "A" bit I will probably change it to "4".</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0s2Ab7s0WrY8bb58Guazb52UPhkYs_fGqoSOZJnvYTOYatnMI3PAkZ51pG9nM2HrbrWGxovoGD-r65iYaHdvAfVD9i4b-BqzOVYDAMFRQSxcyl8LSiiQiNVKy3BPdnBZ-rWMnuyUpEb4/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="492" data-original-width="818" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0s2Ab7s0WrY8bb58Guazb52UPhkYs_fGqoSOZJnvYTOYatnMI3PAkZ51pG9nM2HrbrWGxovoGD-r65iYaHdvAfVD9i4b-BqzOVYDAMFRQSxcyl8LSiiQiNVKy3BPdnBZ-rWMnuyUpEb4/" width="320" /></a></div><br />The major work will be to configure the post-processor for Fusion 369 and for Inventor CAM</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">The bad news is that the Fusion 360 tool path generation for the 4 and 5 axes has an extra cost. As I Have the paid version O have the option to activate the Manufacturing extension for one day at $25, or a month for $200. In my case, I will use the 7-day free trial to test and learn the creation of the 4 axes toll path. Depending on the project or work I will decide later what option I get.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">As I pay for the full license of the Manufacturing and product design package, I need to check if Inventor CAM has the multiaxis option included. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div>Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-38637740254164825322021-01-29T16:53:00.003-08:002021-01-30T02:58:30.061-08:00My version of the Hyperbola Clock<div class="separator" style="clear: both; text-align: left;">I just finished this beautiful version of the Hyperbola Clock as a present for my son for his MBA graduation.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisofZQUaFaPTOvmaxfm6I7EOCuF4Od-ZBBZG1BpZZpFeMvB0mg0KLBnHJhTyocvfyiPs8-knbHj5FAHZtXchyphenhyphen2N2TsS0IbGi504MuQYZ9RhZ97yd13oOe70-FNl_U7WDX27gLK5Fdb7qk/s4032/20210129_190354.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisofZQUaFaPTOvmaxfm6I7EOCuF4Od-ZBBZG1BpZZpFeMvB0mg0KLBnHJhTyocvfyiPs8-knbHj5FAHZtXchyphenhyphen2N2TsS0IbGi504MuQYZ9RhZ97yd13oOe70-FNl_U7WDX27gLK5Fdb7qk/s320/20210129_190354.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMf1D1urixoYPp4Svm6H7BWkvurQtBJkp642_DGlMM-3dBfuo3dOsBztK6RpNMmyHGS08mg8VhFqo7i0dLyagbtIA9RTHx-dh-nyqVz_CsYKI36fYPslShD8ilaFtWYa-Y5c0vERwY26c/s4032/20210129_190406.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMf1D1urixoYPp4Svm6H7BWkvurQtBJkp642_DGlMM-3dBfuo3dOsBztK6RpNMmyHGS08mg8VhFqo7i0dLyagbtIA9RTHx-dh-nyqVz_CsYKI36fYPslShD8ilaFtWYa-Y5c0vERwY26c/s320/20210129_190406.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcQ9eRhJcmWAyOHK9U8OAEPakVmvda8tDoJDHFr2lpmzywZjfT88JmU0oe3xARZzGe26kC4RKxh6u6-YiQjRs0tMSYfunxWNX0hxNwFUNltj3ldFJ2nvapMbod16kkri2BCAKvjlQsqtM/s4032/20210129_190419.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcQ9eRhJcmWAyOHK9U8OAEPakVmvda8tDoJDHFr2lpmzywZjfT88JmU0oe3xARZzGe26kC4RKxh6u6-YiQjRs0tMSYfunxWNX0hxNwFUNltj3ldFJ2nvapMbod16kkri2BCAKvjlQsqtM/s320/20210129_190419.jpg" /></a></div><br /><p>For this one, I used a standard high torque quartz mechanism.</p><p>The clock was fully modeled in Fusion 360. The base is oak and the disk and x-shape panel with birch 1/8" plywood. The moving bar is a brass 1/8" diameter rod.</p><p>All the wood parts were processed in my router and I used the wood lathe to finis the oak part. </p><p>For engraving the initials on the disk and the rod position reflection on the x-shape, I used a 5.5w led laser head attached to the spindle motor of my router.</p><p>The disc functions as the hour hand. </p><p>The minute's hand, the support for the brass rod, and the hour markers on the oak base are 3D printed using black PETG filament.</p><p>I love projects where I can use all my tech gadgets!</p><p><br /></p>Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-75992967183732685062020-09-16T09:09:00.002-07:002021-01-29T12:10:03.756-08:00New conical Clock Model<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/6GTgC7AqTJQ" width="480"></iframe><div><br /></div><div>The clock is almost finished and now I am testing it for accuracy. The stepper motor is driven by an Arduino with a Real-Time clock.</div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3V-AJgYu_8zBY1MngWoPFIqiZFkbZHOu4DbmJqsTd5veumw8E3MCN6x5nDdkDm0ZWKvwqVptFx4BzvB1LWKqBPeHzzB-3c6JrAU3sxMtUwcdu80zInDvTokZr6jxmFMqyLn95wl-hS6Y/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1041" data-original-width="1851" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3V-AJgYu_8zBY1MngWoPFIqiZFkbZHOu4DbmJqsTd5veumw8E3MCN6x5nDdkDm0ZWKvwqVptFx4BzvB1LWKqBPeHzzB-3c6JrAU3sxMtUwcdu80zInDvTokZr6jxmFMqyLn95wl-hS6Y/" width="320" /></a></div><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dy1imwU3pidOKilRuBCVtlTeUz0mLZ7WmLgSTSyCMY2z2eyRbRm0lwUnR4gRV5mp6axkUyQF8kD6_U_9LJWOw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br />Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-79656004934357260702020-07-04T20:45:00.002-07:002020-09-27T02:36:07.977-07:00A plastic mold to make Arepas<a href="https://www.amaizeyou.com/arepas.php" target="_blank"></a><br />
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<a href="https://www.amaizeyou.com/arepas.php" target="_blank"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxHi-fMw9or6lzSgA4RnKqOvaDJaohFPjMUlpCxos7VoR3x64nFwp2RVptXpTKJjg0o7fpWTC5bYaHFj1A8Rp3zvqT5hSiA71lQFyLwwPCq7xPSvX39vNTTgzxQC-cdN29EkT8ESC02CI/s4032/20200704_223142.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxHi-fMw9or6lzSgA4RnKqOvaDJaohFPjMUlpCxos7VoR3x64nFwp2RVptXpTKJjg0o7fpWTC5bYaHFj1A8Rp3zvqT5hSiA71lQFyLwwPCq7xPSvX39vNTTgzxQC-cdN29EkT8ESC02CI/w115-h205/20200704_223142.jpg" width="115" /></a></div>
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I am Venezuelan and love AREPAS!</div>
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Arepa is part of our culture. The arepa is also becoming very popular in many places in the world due to the massive immigration of Venezuelans leaving the country scaping of the terrible economic, social, and political disaster of the last 20+ years.<br />
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The arepa is made from pre-cooked cornmeal. The most popular brand of cornmeal used to make arepas is <a href="https://pancorn.com/english/" target="_blank">P.A.N.</a> You can find "Harina PAN" practically anywhere,</div>
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The video is self-explanatory:</div><div><br /></div><span><a name='more'></a></span><div><br /></div>
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Making the shape of the arepa is tricky, and the shape changes from person to person, and it is also different from the regions. </div>
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I like the arepa thin, not too big and flat in the top and the bottom so they cook and brown event in the flat pan or grill,</div>
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After several tests, I decided that my ideal arepa should be 100mm diameter and 10 mm thick</div>
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" 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To make the arepas fast and all the time the same, I designed in Fusion 360 a plastic mold to shape the arepas and a dosing device to take the exact amount of dove needed.</div>
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<img alt="" height="219" 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" 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I printed the devices with my PRUSA MK3s and tested it in my kitchen.</div>
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Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-47965460575804907622020-05-30T07:35:00.003-07:002020-09-27T02:40:40.644-07:00Fix it, Don't trash it!<font size="4"><b>New toy, new activity!</b></font><div><font size="4"><b><br /></b></font><div><font size="4"><b><br /></b></font><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-left: auto; margin-right: 1em; text-align: left;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0zRXme5CMFXg7n-v08OHqyQmBzmKQ832gcz6i8IRknKKWDNOr8srRkSvhcZy0P7AMyepgza1C_OdhUFnSa4GZoHZovlOq8_AxoU_AZuwqMLQWPVIkWgvw6qHBKA3x4cCYjvKAfEXwqE/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4032" data-original-width="2268" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0zRXme5CMFXg7n-v08OHqyQmBzmKQ832gcz6i8IRknKKWDNOr8srRkSvhcZy0P7AMyepgza1C_OdhUFnSa4GZoHZovlOq8_AxoU_AZuwqMLQWPVIkWgvw6qHBKA3x4cCYjvKAfEXwqE/w113-h200/20200530_095212.jpg" width="113" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><br /><div style="text-align: left;"></div></div><div>Yes! I have now a brand new 3D printer and my first project after 9 hours assembling, testing and a bag of Haribo bears courtesy of <a href="https://shop.prusa3d.com/en/3d-printers/180-original-prusa-i3-mk3-kit.html#" target="_blank">Joseph Prusa</a>, was to fix my foldable hand truck.</div><div><br /></div><div>I hate to trash things if they can be fixed and I kept may danged foldable hand truck waiting for the 3D printer. A plastic part that locks the folding mechanism broke months ago so it was unusable. With the help of Fusion 360, a caliper and my new 3D printer I made the new part and now I have a working hand truck 👍😀</div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgycnvEsEfJejK1VSuHjRIwG5JYPU9bsGOkNPtKmqPO8jgcaDXAqDbwsgM1OVJnLgZyUe5oDanO7G1bKA4F2UBzBnVcfPb65vomCiijGb_p5GMnKIGbRfXYd68vpVb3tUJbiJthhXhCrcs/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgycnvEsEfJejK1VSuHjRIwG5JYPU9bsGOkNPtKmqPO8jgcaDXAqDbwsgM1OVJnLgZyUe5oDanO7G1bKA4F2UBzBnVcfPb65vomCiijGb_p5GMnKIGbRfXYd68vpVb3tUJbiJthhXhCrcs/s320/20200527_210404.jpg" /></a><img border="0" data-original-height="1599" data-original-width="899" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsIwHvTrC3aYikyH3_QSbjsWseAZkdmkWGul_lLlANitEmlErYfo7NxVzJTXX5YIMrDoat19XzQwoFxexzyW6ZtsUvjr7USqUEIoC6UoUeK1gbdQO8ghpHimQgbhOA3DE6DpO7I7DdH-U/s320/IMG-20200527-WA0028.jpg" /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm8_0FVWdBeOmtM9TbIDncgKA6PyrtqPkI0meVVE4ce_5hlOWo4bSgeHTu3SXPIC6cD-vVJ9EwTfPXXuge5A6vpQcFYvcW1DeAYciUlcqBAG3TW7BUMzugU55QvzneQdMwyHUtqk5shVk/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhm8_0FVWdBeOmtM9TbIDncgKA6PyrtqPkI0meVVE4ce_5hlOWo4bSgeHTu3SXPIC6cD-vVJ9EwTfPXXuge5A6vpQcFYvcW1DeAYciUlcqBAG3TW7BUMzugU55QvzneQdMwyHUtqk5shVk/s320/20200529_104449.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><span><a name='more'></a></span><div class="separator" style="clear: both; text-align: left;"><br /></div><div><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVNRzh2v_BDIPulSoH-3v-jDrlE-hIN3QwQ4mWLzZXnlue_2-wg9wWjJerx8IjjPhaYZJA27MXdmQvBt1girVo7aZAD-7_XzfpgGz7RD_VwR2OYnfUPBWNvSVHZe-mOr6iWb5XJQQvwO4/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1296" data-original-width="972" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVNRzh2v_BDIPulSoH-3v-jDrlE-hIN3QwQ4mWLzZXnlue_2-wg9wWjJerx8IjjPhaYZJA27MXdmQvBt1girVo7aZAD-7_XzfpgGz7RD_VwR2OYnfUPBWNvSVHZe-mOr6iWb5XJQQvwO4/s320/20200529_234415.jpg" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Damaged plastic part</td></tr></tbody></table><br /><div class="separator" style="clear: both; text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img border="0" data-original-height="1040" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sJpwL662Fd-pYZICqhKX9ywiJwVHtjmDBujH1E1C9L0ixUfaGctTSp2wgHU3FcuTqLv-ZuonEWXGBHZaZSCtpw7PoGEGAeJYfQzSUwcTdSekjCNcNUgDPIoioTOW9FvZinJpVegrp_8/s320/Annotation+2020-05-30+095521.png" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr><tr><td class="tr-caption" style="text-align: center;">Model in Fusion 360<br /><div class="separator" style="clear: both; text-align: center;"><br /><br /></div></td></tr></tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGGaCZpBQfVuxkRdhATvgX_cQYD75Zvup6JJvdU5uzOk6iRHImF6qy7rkr6dghHhLuM6uOQ47wO2TS4D9j4uF3iNcHh6Z3QPgA7_M6P7PQ3F0jefyjJMW-5mhI9C54ew2k_BLnF2eSJU/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGGaCZpBQfVuxkRdhATvgX_cQYD75Zvup6JJvdU5uzOk6iRHImF6qy7rkr6dghHhLuM6uOQ47wO2TS4D9j4uF3iNcHh6Z3QPgA7_M6P7PQ3F0jefyjJMW-5mhI9C54ew2k_BLnF2eSJU/s320/20200530_094240.jpg" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">3D print<br /></td></tr></tbody></table><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_sJpwL662Fd-pYZICqhKX9ywiJwVHtjmDBujH1E1C9L0ixUfaGctTSp2wgHU3FcuTqLv-ZuonEWXGBHZaZSCtpw7PoGEGAeJYfQzSUwcTdSekjCNcNUgDPIoioTOW9FvZinJpVegrp_8/" style="margin-left: 1em; margin-right: 1em;"></a></div></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvdRb6HUhnbmeLQADGVcNqVz8hrAjomhs7mAs89ygUs0vlsKWh_7gShMKEKGrMSpkwojmJ_950bnWBFkYjSOygzACgv9AqSPhrHs0fiPvvnHEU0EAhNDtVPp3GlCYUQweD7knUycL6vdk/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvdRb6HUhnbmeLQADGVcNqVz8hrAjomhs7mAs89ygUs0vlsKWh_7gShMKEKGrMSpkwojmJ_950bnWBFkYjSOygzACgv9AqSPhrHs0fiPvvnHEU0EAhNDtVPp3GlCYUQweD7knUycL6vdk/s320/20200529_234437.jpg" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Broken and New</td></tr></tbody></table><div style="text-align: center;"><br /></div><div style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOq6E8iLkrYaEYiuHJ5UzeM5ATjJGQ5L5wYAlAovj-WfaN6twDi4AOHrdQKnUTVbwSZ0LlXNdKau4tDkbJBqc4a5pfyFm0hEvVaSkcMAECu8afmlOf3BUWO-pfHuOjQLj6dWZyszMWLsY/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOq6E8iLkrYaEYiuHJ5UzeM5ATjJGQ5L5wYAlAovj-WfaN6twDi4AOHrdQKnUTVbwSZ0LlXNdKau4tDkbJBqc4a5pfyFm0hEvVaSkcMAECu8afmlOf3BUWO-pfHuOjQLj6dWZyszMWLsY/s320/20200529_234531.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj98gSRA18XvyME96BvSB1vPwS-025rKgHkXP0XkrDIhcFyh_s7A57QoIhNTD_IVJrxzE0nr_UcChl6W1BGriZwaLfwVcsS6DYxIc3f0N4BjxgAf9-LoLs7FQOHw_OvRmvTcGLqdsBqwTk/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj98gSRA18XvyME96BvSB1vPwS-025rKgHkXP0XkrDIhcFyh_s7A57QoIhNTD_IVJrxzE0nr_UcChl6W1BGriZwaLfwVcsS6DYxIc3f0N4BjxgAf9-LoLs7FQOHw_OvRmvTcGLqdsBqwTk/s320/20200530_092117.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYZ3oXYoijHy9p9b6pZwmuE20SUsWlCQfZ0oJM36vSTsUs1C8CbiCdR8Ril4Ldeioh5EXjodopfl2UBeTtv1JkZjgUVCb4cZj5ov8-uOf4xFs92V1RAtZ3AAsHvjPDnARGmdTeocXyI4/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBYZ3oXYoijHy9p9b6pZwmuE20SUsWlCQfZ0oJM36vSTsUs1C8CbiCdR8Ril4Ldeioh5EXjodopfl2UBeTtv1JkZjgUVCb4cZj5ov8-uOf4xFs92V1RAtZ3AAsHvjPDnARGmdTeocXyI4/s320/20200530_092025.jpg" /></a></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0zRXme5CMFXg7n-v08OHqyQmBzmKQ832gcz6i8IRknKKWDNOr8srRkSvhcZy0P7AMyepgza1C_OdhUFnSa4GZoHZovlOq8_AxoU_AZuwqMLQWPVIkWgvw6qHBKA3x4cCYjvKAfEXwqE/" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="4032" data-original-width="2268" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0zRXme5CMFXg7n-v08OHqyQmBzmKQ832gcz6i8IRknKKWDNOr8srRkSvhcZy0P7AMyepgza1C_OdhUFnSa4GZoHZovlOq8_AxoU_AZuwqMLQWPVIkWgvw6qHBKA3x4cCYjvKAfEXwqE/w225-h400/20200530_095212.jpg" width="225" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Hand truck back to life 😍</td></tr></tbody></table><div style="text-align: left;"></div><div><br /><div><br /></div></div></div></div>Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-49334432418909114112020-05-15T16:28:00.002-07:002020-09-27T02:38:55.172-07:00The Suprematist Time Keeping Machine<br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifJ5OOfGV4P_urj2NCxlZA8pBEz3bpW8QWMC2HfeZ1cM21FPLYcvowJDMkmEVgKrqE8s5gVbZEL4202OezTTmqXa3l2b5wmCYi2k3fcZuLpG_NzySexPt6EgoROwikR80X0kAx8nnIwQ0/" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="3453" data-original-width="2266" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifJ5OOfGV4P_urj2NCxlZA8pBEz3bpW8QWMC2HfeZ1cM21FPLYcvowJDMkmEVgKrqE8s5gVbZEL4202OezTTmqXa3l2b5wmCYi2k3fcZuLpG_NzySexPt6EgoROwikR80X0kAx8nnIwQ0/w263-h400/Supre+for+blog.jpg" width="263" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">The Suprematist Time Keeping Machine<br /><div style="text-align: left;"><br /></div></td></tr></tbody></table>I made this clock as a present for my younger son to decorate his new home. <div><br /></div><div>The idea of this clock started during a visit to the National Art Gallery in Washington, DC. In the modern art section, there is a sculpture created in 1915 by the French artist Ivan Puni (1894-1956). Puni was an artist following the <a href="https://en.wikipedia.org/wiki/Suprematism" target="_blank">Suprematist art movement</a>, very popular in Rusia. Below the pictures that I took at the gallery:</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAtjhIbuPghNhvsdqauL1U6ltoqrlurF6kb_6AnaMZJRg1a5-g9F0DZywKd7de8sHU86kokRHfoaPz5J15Lip4YnSYAP3hDNt32O1YaSrJ_37BCMxohtdgpiTdaC5PlbykZrZ0Xe5knHY/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAtjhIbuPghNhvsdqauL1U6ltoqrlurF6kb_6AnaMZJRg1a5-g9F0DZywKd7de8sHU86kokRHfoaPz5J15Lip4YnSYAP3hDNt32O1YaSrJ_37BCMxohtdgpiTdaC5PlbykZrZ0Xe5knHY/s320/20200307_140022.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrfMF6SCfLsKVLqmHMBXkh5XvZ7ejVRz7Ahi3CodlJ6guTNRF_ibexRJ2vdphFt16i7plrSw3cNCPWeLr5_aM9f7qB4RfawZfF3ILqepogrUVM5D9GRKzWqpDoLueGegygjcqRrL3Qc4E/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrfMF6SCfLsKVLqmHMBXkh5XvZ7ejVRz7Ahi3CodlJ6guTNRF_ibexRJ2vdphFt16i7plrSw3cNCPWeLr5_aM9f7qB4RfawZfF3ILqepogrUVM5D9GRKzWqpDoLueGegygjcqRrL3Qc4E/s320/20200307_140118.jpg" /></a></div><div class="separator" style="clear: both; text-align: center;">Suprematist Construction Montage</div><div class="separator" style="clear: both; text-align: center;">By Ivan Puni (1915-1916)</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">When I saw the sculpture, the idea of a clock came right away. The black circle will long rectangle as the second's hand, the long rectangle in the red square the minute's hand and long polygon on the black triangle as the hour's hand. The artist used cardboard, paper, and some scrap metals to make the sculpture, some of the paint is fade out by the time. The sculpture is protected with a transparent plastic cover to protect it.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">My clock is a replica in the size and shapes of the original sculpture, but I used some other materials for durability and modern construction techniques. I used for the back place 1/4" plywood and dark Danish Oil stain. There is another inverter L shape piece that I think is some kind of stone in the original art, I used MDF with a smoke gray paint. For the square, triangle, minute's, and the hour's hands and circle, I used 1/8" plywood. The second's hand is aluminum.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I built the large cone shape with a brass sheet, the smaller cone shape with a sheet of galvanized steel, and the corrugated panel with an aluminum sheet.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I used for all the wheels, except the motor pinion 1/4" and 3/8" Premium Baltic Birch Plywood B/BB Grade. </div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">The clock drive is a stepper motor controlled by an Arduino Nano with an RTC (real-time clock) and a micro-stepping stepper motor drive board. The stepper motors are noisy when running at low speed, even with micro-stepping, so I isolated the motor with rubber spacers and also made a rubber pinion to drive the clock.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">All the wheel shafts are 1/4" brass, and all are installed with sealed roller bearings.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><font color="#4285f4" size="4">Creating the Model:</font></div><div class="separator" style="clear: both; text-align: left;">First things, first! And the first thing is the model, and as usual, I used Fusion 360 to create the 3D model of the clock.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I found the dimensions information on the National Gallery website and started my model with a canvas image scaled at the real size. Below you can see an animation of the transition from the canvas picture to the model:</div><div class="separator" style="clear: both; text-align: left;"> </div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAjDsW1lovp6t3pj22fRmEG9e_OeIqDg1DUI-0a_TbW6wa2k5m9vzXpXMuol9um13ANV0MyNI2vdKc6ic7DzcVe0PMuJr7JEpl4Mt55XqNYfXOLITcjGu8g-1yaAg78ljm8e353jYXaGA/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="268" data-original-width="500" height="344" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAjDsW1lovp6t3pj22fRmEG9e_OeIqDg1DUI-0a_TbW6wa2k5m9vzXpXMuol9um13ANV0MyNI2vdKc6ic7DzcVe0PMuJr7JEpl4Mt55XqNYfXOLITcjGu8g-1yaAg78ljm8e353jYXaGA/w640-h344/canvas.gif" width="640" /></a></div><br />Many hours of work resulted in a model almost identical to the original. There is some small modification in the position of the hour's hand to avoid collision with the minute's hand and to reference a real-time relation between the hours, the minutes, and the seconds. The artist made the sculpture in a way that it almost shows a real hour!</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv7zifJxvlGMOS-VJoi14qaJE1JUt1oJsmShow62gRwJeMP_TxrUA6z4gIL5Q6Ae05dIZAn-18w2YCKm9ZL_IW2EqjLDgWMO4X0gt1OX1h6BnyNklkJAcNPUpYhQ1tjJ_jdM_Fsysh5IA/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="815" data-original-width="411" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv7zifJxvlGMOS-VJoi14qaJE1JUt1oJsmShow62gRwJeMP_TxrUA6z4gIL5Q6Ae05dIZAn-18w2YCKm9ZL_IW2EqjLDgWMO4X0gt1OX1h6BnyNklkJAcNPUpYhQ1tjJ_jdM_Fsysh5IA/s320/model+det.gif" /></a></div><span><a name='more'></a></span><div><br /></div><div><span style="color: #4285f4; font-size: large;">The clock body and decorative parts:</span></div><div><br /></div><div>The wood parts were simple print paper templates and cut, the challenging parts were the metallic cones and corrugated sheet. </div><div><br /></div><div>For the cones, I molded in Fusion a wooden molding base with the shape, I milled the molding bases in my router using a 3D contour toll path.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje68Ncdrb5ir_B-JztR8vSgXtaa15xRhOQbubWJflrMig3tKnvqYkh9tGqnq2jOMGn8LxJxOFk9hX7XJyufTC6a8N2f2imZ0dBwm5OUd7c7haEIPWtMxtX354KUbfTSAOD-JBAkud5LUc/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1030" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje68Ncdrb5ir_B-JztR8vSgXtaa15xRhOQbubWJflrMig3tKnvqYkh9tGqnq2jOMGn8LxJxOFk9hX7XJyufTC6a8N2f2imZ0dBwm5OUd7c7haEIPWtMxtX354KUbfTSAOD-JBAkud5LUc/s320/3d+contour.png" width="320" /></a></div><div><br /></div><div><br /></div><div>For the lower cone, I made the base in 2 parts and then glued them.</div><div><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiStChrcIhZ78s4hDpX7nTRQoC-ZB5uSGWXoUU5KiUpBgM9ZYaZ2n_mySEimT_8f6BOcOmozpq5N9yt9DxAC8jBU718WmB9HXS1UE6kM3mW6Enc0Ga6P0Y0aHjJx71xMj-Mimz9AbBv764/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiStChrcIhZ78s4hDpX7nTRQoC-ZB5uSGWXoUU5KiUpBgM9ZYaZ2n_mySEimT_8f6BOcOmozpq5N9yt9DxAC8jBU718WmB9HXS1UE6kM3mW6Enc0Ga6P0Y0aHjJx71xMj-Mimz9AbBv764/s320/20200418_214513.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikRPAiqWWcQUxudJdkSgaJzUjXvtEAHQAmFwdhWYahWPh9aZwVW9i1ZkHfZZoeLUUkxyGOqwf15I_iX9DHu1n9qSwMtcYs9qBt4TvFZ-cChThcgNXoJPDiSS8NLu_LgUF3lsQxpZl16sE/" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikRPAiqWWcQUxudJdkSgaJzUjXvtEAHQAmFwdhWYahWPh9aZwVW9i1ZkHfZZoeLUUkxyGOqwf15I_iX9DHu1n9qSwMtcYs9qBt4TvFZ-cChThcgNXoJPDiSS8NLu_LgUF3lsQxpZl16sE/s320/20200418_225232.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1s1B0fPlWRSXo2Qzcehz0tm-uKr-UmiZAkrQDG3Xq59MdBenokFN1T1iVfLnapWZvSpDqkGpROT-jonKlr_cz7QuOvZ9ciPMgRUb-2HihUwVoQv0zzEWKhYVJ7Pi9ODIC4ip5jR8IQd0/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1s1B0fPlWRSXo2Qzcehz0tm-uKr-UmiZAkrQDG3Xq59MdBenokFN1T1iVfLnapWZvSpDqkGpROT-jonKlr_cz7QuOvZ9ciPMgRUb-2HihUwVoQv0zzEWKhYVJ7Pi9ODIC4ip5jR8IQd0/s320/20200419_080215.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">Once the base was ready y made a cardboard template to cut the metal. The slowly manually bent the metal sheet around the molding base and glue it to the wood with epoxy. In the original sculpture, the inside the cone is filled with wood.</div><div class="separator" style="clear: both; text-align: left;"><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR1VYEjLx-dJ9N01zp0g0A9mZZjl-TGtAwepnx6Ab_Q6StfDAtCzyprtAphqkEYHF_2pzg8BLerLe4iiK32RRgTjfDZ_FwvhnlItBOpS7JMhersiSfzl5wlEG1MixCkkEndKDroqeQhM4/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="273" data-original-width="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR1VYEjLx-dJ9N01zp0g0A9mZZjl-TGtAwepnx6Ab_Q6StfDAtCzyprtAphqkEYHF_2pzg8BLerLe4iiK32RRgTjfDZ_FwvhnlItBOpS7JMhersiSfzl5wlEG1MixCkkEndKDroqeQhM4/" /></a></div></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBo8NgoyxBghI2Df6lvCAq1f3Qfz3Bzu0iqcTNOnOHHq8QasgZGAM9WD0hB4fC0zrs3rWeMxSKXXOGVROsijDCWg24qFq9yIlCa17giRXrGbu9u7MEAyOK6eP4aKjLwIFiapYm7b2Jm0/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1928" data-original-width="2159" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxBo8NgoyxBghI2Df6lvCAq1f3Qfz3Bzu0iqcTNOnOHHq8QasgZGAM9WD0hB4fC0zrs3rWeMxSKXXOGVROsijDCWg24qFq9yIlCa17giRXrGbu9u7MEAyOK6eP4aKjLwIFiapYm7b2Jm0/s320/20200421_140214.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div>For the brass cone, I made a molding base with 3 parts like ribs that I used to bend the brass. I glued the brass cone only to the center rib to keep the shape and to fix it to the back panel.</div><div><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrqVAT4bOeiYExy4xd2clznf2ii1Iv-JfOCYglcVE7xx4p_dGIVlHilTurrIdT6PViJKo6hazc2lY13u82tLnFKOR_fnMAZqrxAGslat82bcS5LOmFJrMLToXVoGcCHFxG6JdBGpav81c/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrqVAT4bOeiYExy4xd2clznf2ii1Iv-JfOCYglcVE7xx4p_dGIVlHilTurrIdT6PViJKo6hazc2lY13u82tLnFKOR_fnMAZqrxAGslat82bcS5LOmFJrMLToXVoGcCHFxG6JdBGpav81c/s320/20200421_100709.jpg" /></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp7fOHXYXu_OrR6hxmVpnE_bqpyMgg4rRIxvlFRMlmxFOQHYjb4j6-AlYJlQ1HvkRfRghvJAxxokythvNGpDnmZaHgfnEyVIUsd3t8FIM0vuV1DYdEkNkNWOjhs6KtB441_VwkwOdBqA4/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp7fOHXYXu_OrR6hxmVpnE_bqpyMgg4rRIxvlFRMlmxFOQHYjb4j6-AlYJlQ1HvkRfRghvJAxxokythvNGpDnmZaHgfnEyVIUsd3t8FIM0vuV1DYdEkNkNWOjhs6KtB441_VwkwOdBqA4/s320/20200421_103716.jpg" /></a> <img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKUxgZroXj4nl0vu5wysj6DwhTpRmzzVNUKi86Pa-8MRmJKkvtQGodVYK3Kwhmrsh_2VgZdXVFJvj6Buv6w-zY345yYVqibL6pcVvcr_uBfX6CimeZwi8gLltQ9ydQhfgj4oRTwCAUSXQ/s320/20200421_110619.jpg" /></div><div class="separator" style="clear: both; text-align: left;"><br /></div>To make the corrugated I create a manual bending device using to rods spaced at the pitch of the waves I wanted to create.<div><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimCV2GTaB8ldf7Nbsc8sHvPPWcUBx898ghr9oQ5TDVQ8LfcCrnu3M84YyH9m-dg8q4aEI_g8-vauwZWzX_q_nByGoAaJr3mMAmdKHp8f-0bAXpoggirJinw5zB5K_lNkJkdJyitgfuduU/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1878" data-original-width="2268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimCV2GTaB8ldf7Nbsc8sHvPPWcUBx898ghr9oQ5TDVQ8LfcCrnu3M84YyH9m-dg8q4aEI_g8-vauwZWzX_q_nByGoAaJr3mMAmdKHp8f-0bAXpoggirJinw5zB5K_lNkJkdJyitgfuduU/s320/20200421_174823.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: left;">With the help of my son, some Photoshop, and some practice with the airbrush I was able to create the effect I wanted in the corrugated aluminum.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYTuTTNr0ucwrY2gVlmBQ3wNblS4KRdMYuUadBUauXa43zk8zVBBw9vhFEHAQxYhp-8GKPc_kXa-HcnEB2rvMuu3BLu_mmsEcRD5bQ4lLztkkjtSl9aus6dfuBo2gD_-hJUu6pOhPPUpo/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="681" data-original-width="768" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYTuTTNr0ucwrY2gVlmBQ3wNblS4KRdMYuUadBUauXa43zk8zVBBw9vhFEHAQxYhp-8GKPc_kXa-HcnEB2rvMuu3BLu_mmsEcRD5bQ4lLztkkjtSl9aus6dfuBo2gD_-hJUu6pOhPPUpo/s320/IMG-20200427-WA0017.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEmpwUI9zDYh6u-59KSNOXwMB9Hh14TXLCeHisx9mcGDV9enogP6Z3FW8CWt09TLTv6avvhMrZHvv8_boOS50GgmDkHdvHC8DAS9dAhWRaOkPQwwkGHoGIpE93BsLku3cmWjJWvIbupQY/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="1599" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEmpwUI9zDYh6u-59KSNOXwMB9Hh14TXLCeHisx9mcGDV9enogP6Z3FW8CWt09TLTv6avvhMrZHvv8_boOS50GgmDkHdvHC8DAS9dAhWRaOkPQwwkGHoGIpE93BsLku3cmWjJWvIbupQY/s320/IMG-20200424-WA0041.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDU6iqT_6vvwT_ambtn7uSPhS9Jkwe6nvLzYb7GD1dqs2AoomruXWXS4PuwrwpnbtkNJzKgj20F2Qd-2hFZ2mnBJkTPzwDs3ebYtwaGxh24uYOLCgR3HVaA6Mb8C9Z8DjfRvt5dHDMaSE/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="404" data-original-width="720" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDU6iqT_6vvwT_ambtn7uSPhS9Jkwe6nvLzYb7GD1dqs2AoomruXWXS4PuwrwpnbtkNJzKgj20F2Qd-2hFZ2mnBJkTPzwDs3ebYtwaGxh24uYOLCgR3HVaA6Mb8C9Z8DjfRvt5dHDMaSE/s320/IMG-20200427-WA0020.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxaHbRj87Pmj_eUYTCXIjbqmFX6x7S5Uot05oSm0G6YEituYTXvw0AYchyrZYEfj3Rdf7l9z4bB0BV2-VEUUg7K7xzO5DwME_ooE2eURBwD1glIVykUsPK7PtRPMsrseAb9BZBHEC0h6Y/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="899" data-original-width="1599" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxaHbRj87Pmj_eUYTCXIjbqmFX6x7S5Uot05oSm0G6YEituYTXvw0AYchyrZYEfj3Rdf7l9z4bB0BV2-VEUUg7K7xzO5DwME_ooE2eURBwD1glIVykUsPK7PtRPMsrseAb9BZBHEC0h6Y/s320/IMG-20200430-WA0019.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvt0Yp5VtsVLiVl-DC3CNYqdlpNiVn24jcRMB3quxQ_AmUBM2w8sK2bpp6zWs-Ne3gw3U1nTjt0AkqZYOQd2KbmdULKTx8JnRzR74f6yIw7TsGbm6cfjVXj8h8vEdlI4Hb7VItV14bp3Y/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="255" data-original-width="1074" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvt0Yp5VtsVLiVl-DC3CNYqdlpNiVn24jcRMB3quxQ_AmUBM2w8sK2bpp6zWs-Ne3gw3U1nTjt0AkqZYOQd2KbmdULKTx8JnRzR74f6yIw7TsGbm6cfjVXj8h8vEdlI4Hb7VItV14bp3Y/s320/20200509_155309.jpg" width="320" /></a></div><div><br /><div><br /></div><div><span style="color: #4285f4; font-size: large;">The wheel Train:</span><br /><div>One of the challenges in this clock was the design and calculation of the wheel train. The position of the hands is fixed so I needed to make all the calculations with those distances. The other condition was to find the correct gear ration between the stepper motor and the second's hand to simplify the Arduino program. </div></div><div><br /></div><div>A 1.8° degree stepper motor needs 200 pulses to make a full turn. The RTC device outputs a 1HZ square wave, the idea is to make the second's hand a full turn each second. To avoid the use of none-integer numbers, the best solution was to make a 3:1 ration to use 600 pulses per second. In the end, the stepper motor pinion is 8 teeth and the second's wheel 24. </div><div><br /></div><div>Some extra calculations with the help of parametric sketches and my clock wheel train calculator Excel spreadsheet did the rest.</div><div><br /></div><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpxgTKtdloSsd80CuIoJ8j0pQ2PuPCeYAiGoyWyE5MLpET4WD1Q4I4gyRJJZtsFSwdT8BIE3cK57YbHFx5-2SZVizO1HAChxVMeTAse9AhrgRSlRrWQ-OIk26lmxwppSONCCkiV_6rgI/"><img border="0" data-original-height="678" data-original-width="546" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFpxgTKtdloSsd80CuIoJ8j0pQ2PuPCeYAiGoyWyE5MLpET4WD1Q4I4gyRJJZtsFSwdT8BIE3cK57YbHFx5-2SZVizO1HAChxVMeTAse9AhrgRSlRrWQ-OIk26lmxwppSONCCkiV_6rgI/s320/train.png" /></a></div><span style="color: #4285f4; font-size: large;">Cutting the wheels:</span><br /><div><br /></div><div>Next step was to create the toolpath for all the wheels and pinions and process them in the CNC router</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2K7xw0Bv4ZE_viEU3bNYxaAe9t7qoJpVaenA6s6eUIFyfqTZN7bxpW1aPOkLzBk-NHpcbCOevHbpAqU8uAhXwBHAihLKKhk-Xmy8Mtz0CMdygczOvi20aMDJbTP6hmaxn5wiA7VaW1ug/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1030" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2K7xw0Bv4ZE_viEU3bNYxaAe9t7qoJpVaenA6s6eUIFyfqTZN7bxpW1aPOkLzBk-NHpcbCOevHbpAqU8uAhXwBHAihLKKhk-Xmy8Mtz0CMdygczOvi20aMDJbTP6hmaxn5wiA7VaW1ug/s320/toolpath.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixcnkSnXtVnM6Bi-WiPLkgwTyAe3e0FI1iQ1zjcB-DAgw56DwYhSHDndqTdoHTr4T4UCS1kagP0VxA4uYd3PG36WezqqvVha9Ukfo0a-qENSmaipTipOxJ4E6O43bxda-EuGTEQXCMSSA/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixcnkSnXtVnM6Bi-WiPLkgwTyAe3e0FI1iQ1zjcB-DAgw56DwYhSHDndqTdoHTr4T4UCS1kagP0VxA4uYd3PG36WezqqvVha9Ukfo0a-qENSmaipTipOxJ4E6O43bxda-EuGTEQXCMSSA/s320/20200424_091108.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFEzli-sp0ZKC6-sfj7_ioL1B9pN4U79e_FYtghFGOzOH01TcgWwiJQjQowZyhFvKbgCOej9I4zI5ceZA-rN9nhAzvcll8gmQYnjvEcIgVI25KBRh3-k82zI0tSOVWPhdOOMkfq-YX7ak/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFEzli-sp0ZKC6-sfj7_ioL1B9pN4U79e_FYtghFGOzOH01TcgWwiJQjQowZyhFvKbgCOej9I4zI5ceZA-rN9nhAzvcll8gmQYnjvEcIgVI25KBRh3-k82zI0tSOVWPhdOOMkfq-YX7ak/s320/20200424_095540.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAPpxqBYuYp75QRx4DIVv30E9Avt27NXe-2GoA4cUelkE8lNqjAYGNlwulM3kQ3Oa3W1ktMNgvFz23CqGgSqIWqawnVpeBP8UXNjgVz5XR7ELcfisjFTCeZ1QNH-NY50diQ2tAPyjuyDw/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4032" data-original-width="2268" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAPpxqBYuYp75QRx4DIVv30E9Avt27NXe-2GoA4cUelkE8lNqjAYGNlwulM3kQ3Oa3W1ktMNgvFz23CqGgSqIWqawnVpeBP8UXNjgVz5XR7ELcfisjFTCeZ1QNH-NY50diQ2tAPyjuyDw/s320/20200426_170218.jpg" /></a></div><div><br /></div><div>Once everything was in place, it was time to test the clock at fool speed yo smooth the gears and enjoy the time passing.</div></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/laVUH2P0Zh4" width="320" youtube-src-id="laVUH2P0Zh4"></iframe></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">I also tested the new laser head to engrave a nameplate for the clock, in this way the visitors of to ma son's new house, learn a little bit of the clock origin.</div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVZ3OZVIYVssEee20nnb-xse-JAYOIquD9DafSvvj70gV-H68DO3HaZyCCv7i2sa1WGaokgPpcenwI1c9DG_pgWSeSNMOKWR3lN5Wxq2Y-7OSFUhM7Jm0jjYb9Zky3rp9mmLrul70khMo/" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2268" data-original-width="4032" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVZ3OZVIYVssEee20nnb-xse-JAYOIquD9DafSvvj70gV-H68DO3HaZyCCv7i2sa1WGaokgPpcenwI1c9DG_pgWSeSNMOKWR3lN5Wxq2Y-7OSFUhM7Jm0jjYb9Zky3rp9mmLrul70khMo/s320/20200508_113438.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div class="separator" style="clear: both; text-align: left;">I enjoyed and learned a lot making this clock, especially after two years I made the last one!</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div><br /></div>Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-31583484898901478952020-05-12T16:17:00.000-07:002020-05-12T16:17:08.688-07:00Back to my garage (COVID-19) stay at home. New CNC controller for may 30/40 CNC routerWork, travel, and some health issues kept me out of my garage for a long time.<br />
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During these difficult days, doe to my age and previous health conditions, I must stay at home.<br />
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My design workload that can be done from home is also low as my customers are also reducing their activities to the minimum necessary, so I am back to my garage.<br />
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After a few days of cleaning and reorganizing, I restarted a project that was on hold for a long time: Refurbish my CNC; I have been working on this project on and off for several months during my short home return from my frequent travel schedule.<br />
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The scope of the project is:<br />
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<li>New computer to control the machine</li>
<li>Upgrade to MACH4 software</li>
<li>New driver board compatible with MACH 4 and Ethernet connection</li>
<li>Add a manual pendant.</li>
<li>Mechanical maintenance of the router.</li>
<li>Add limit/home switches.</li>
<li>Add an Axis Z height probe.</li>
<li>Add a rotary axis (B)</li>
<li>Add a small laser head for engraving.</li>
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For the new computer, I used a laptop that my son left when he bought a gaming computer, this is an I5 8GB Ram, running Windows Vista. I replaced the hard drive with a 500GB SSD, installed Windows 10, and bought and installed a <a href="https://www.machsupport.com/shop/mach4-hobby/">Mach4 hobby license</a>.<br />
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After in-depth investigation and some failed purchases of driver boards compatible with Mach4, I finally found a good one with a lot of documentation and support, the <a href="https://www.cnc4pc.com/pokeys57cnc-motion-controller-for-mach4.html">PoKeys57CNC Motion Controller for Mach4</a>, and now, after using it for some time, I am sure I made the right decision.<br />
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The next step was to order all the components and design with Fusion 360 and fabricate the controller box.<br />
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I fond all that I needed like connectors, switches, in Amazon. When I ordered the Pokey board, they offer a flat cable and connector kit that makes it very easy to interface.<br />
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The two crucial things I added are the <a href="https://smile.amazon.com/dp/B07CZ7F3Y3/ref=cm_sw_em_r_mt_dp_U_7SXUEbN4FYJRD">pendant </a>and the <a href="https://smile.amazon.com/dp/B07RRB6BGQ/ref=cm_sw_em_r_mt_dp_U_UWXUEbFXJG7A7">stepper motor drivers</a>.<br />
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I sent the design of the sheet metal case to <a href="https://www.protocase.com/">Protocase, </a>and after the quotation and some engineering questions, I received the metal case in less than a week perfectly made and painted.<br />
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Once I got all the parts, I needed about 50 hours to assemble and wire the control and to install the limit, home switches, and the touch probe for tool measurement in the machine.<br />
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It took another full week to learn and start the Mach4 software, configure the Pokey in Mach4 and make the first part.<br />
<br />The last upgrade I made is that I bought a Chinese 5.5W led laser head, designed and built a bracket to install the laser on the body of the spindle motor, add the necessary connections to the new control and creat a laser machine profile for Mach4 I am delighted with the results although it is a very inexpensive laser device,</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxfeY_ksFTpn67EA61rL0_IC80TauPLsRMBKpATfd_ao3UMpfCKCX2U14dz0ghhc7gEiC8dfi8oLDz5CcRung' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><div><br /></div><div>
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Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-17988724471150757982015-12-23T18:49:00.000-08:002016-01-25T01:16:49.905-08:00The Time Transparency Clock<div class="separator" style="clear: both; text-align: center;">
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Since the last post I have worked hard in the design and build of the Wood/Plastic clock. I have made a lot of changes in the original design, and I think that the final result is really a very nice clock!<br />
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It even has a name thanks to my sister! The time Transparency Clock:</div>
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Acrylic is difficult to work in the CNC with small diameter end mill bits. I used a 1/16” 2 Flute carbide end mill for the wheel teeth. After damaging several plastic stock and 2 end mill I learned:<br />
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<li>Use new and sharp bit or a sharp bit that has been used only in plastic. If you used a bit to cut wood, forget to use it later in plastic.</li>
<li>You need to remove very little material each pass :.</li>
<li>24,000 RPM spindle speed and 10 inches/minute feed rate.</li>
<li>Keep the bit cool with compressed air.</li>
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For the internal cuts I used a 1/8” 1 Flute end mill. You also need a new and sharp bit or a sharp bit that has been used only in plastic but feed and RPM are different: 15,125 RPM, 16.1 Inches/minute feed rate and .004” maximum step down per pass.<br />
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With the above settings, and with lots of patient it is possible to get a very nice and clean cut. Below a video showing the internal cut with 1/8” end mill:<br />
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The other complicated thing is to bond brass and acrylic. After several test I ended using 2 part transparent epoxy.<br />
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Here is a video showing several details of the clock.<br />
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I love the action of this clock!<br />
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<span style="font-size: x-large;"><strong>Happy holidays to all!</strong></span></div>
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Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-74183158581072596772015-11-10T09:10:00.001-08:002015-11-10T09:10:48.739-08:00New Plastic and Wood clock on the way<p>After some time way from my garage and design activities I am back with a new idea.</p> <p>This time will be a modernistic table clock design with several interesting features:</p> <ul> <li>Combination of wood and plastic: The frame, the base and the dial will be made of wood. The wheels will be made of acrylic.</li> <li>All wheels will have an outer diameter of 6”</li> <li>This clock will have a seconds hand, but a very special one: retrograde seconds hand</li> <li>There will be a lot of “action” in the clock as it will have 5 wheels</li> <li>Will be driven by a stepper motor and an Arduino controller</li></ul> <p>Here is the computer design of the clock. </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7mdpKpKP7Tq8YHN_tnRVrT6kuvjT5ynaNYNL0CHX1rhy_-xehKFmGU46VkmvcqC7gTNNSneHKZcpZwJ7_fA8aBz69RPygT0awck2XUX3qlPFiCcNbcrMXR0iapeiiAQ6zpkl2RSoLrWs/s1600-h/6_Inch_Clock_plastic_2015-Nov-10_01-07-34PM-000_CustomizedView15413710%25255B6%25255D.png"><img title="6_Inch_Clock_plastic_2015-Nov-10_01-07-34PM-000_CustomizedView15413710" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="6_Inch_Clock_plastic_2015-Nov-10_01-07-34PM-000_CustomizedView15413710" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyeRUtH8dLD07gUKb81UCh77pqXTvfF3QBKYVdpaKCZQ1REFf8wd6275zuoKkugUG1RWtiF_c97XUaoLie8JYKBW0ucNcKxaRd1-d6brndBGJqDidyM8SJmHM_4AkmuVQp_dqAF0cPlSQ/?imgmax=800" width="644" height="457"></a></p> <p>The clock does not have a name so in invite my readers to suggest one.</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-80653084748584117452015-09-06T10:55:00.001-07:002015-09-06T11:37:58.525-07:00Making Mechanical Marvels in Wood with Fusion 360- Part 1<p>This is an old book! but a very good book for those who want to start building interesting things in wood.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3yz4g6bnMHEr9caiJTwEeMDjylP8bGW3yYvaG3jPYxSyO6NXwiuGo8ZrxpKW2OGY8GqtpF0mPsAQLUYIK3e3Dy9PdnEBrmEetV5FkUbK0kgctwrohKyHgs1Akrg-6llPJYByHQ2pllLU/s1600-h/20150906_131132%25255B6%25255D.jpg"><img title="20150906_131132" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150906_131132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHtpGkW2spQJD9jXbG_M0tnNuabdtqXxG6IpeOxuK7hXyPCyi0eCTufngBvvcQkN_N338wJD3NuJZ4IcVMewk0qwOkhZUmQOrgLtBcSA84_zWp0h2VFwdxlP8slQ4Lt_0u6vXyFD3OkxM/?imgmax=800" width="193" height="244"></a></p> <p>To practice and learn how to use and simulate mechanism in Fusion 360 I modeled all the projects in the book except two.</p> <p>What I found during this exercises is that Fusion is really friendly and essay to use for and also very powerful. It has some limitations with advance features like motion simulation and contact sets but for general design this things are not very important.</p> <p>Here are all the models and pictures</p> <h1>Wooden Cam Follower:</h1> <p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSnsy2AxR3t8nQMmwtICUSWg0heQnI-bLSKxFYzsUatco5OWWsAC4UNmwyYfl-W58_LXJUDhS1unfJoLvmI15UiPI3n_8f5Cm39sz8zdfhJSIWi-JPujPePevQZKNodDcP_aVxS8SmrvQ/s1600-h/raas-rendering20150903-11250-13ywunv20150903164233%25255B1%25255D.jpg"><img title="raas-rendering20150903-11250-13ywunv20150903164233" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="raas-rendering20150903-11250-13ywunv20150903164233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvJAqzJ_wL2_L5kCW0ikViisBZ9FSBD9VMn7TzmURbLcDOBfJfGSk6cW2upeZohvCYogX7Qs2mYLfjtxkl7JpqV8G6JfyS5KkUHMJ94Gi6glgAjYOJXGELyztKPXzhI2V55MHXnpH9n_A/?imgmax=800" width="644" height="484"></a></p> <p><iframe style="height: 394px; width: 644px" height="480" src="https://fusion360.autodesk.com/models/49745bf803e8d5f5f221311a6b96cb9d/embed" frameborder="0" width="640" allowfullscreen mozallowfullscreen webkitallowfullscreen></iframe></p><iframe style="height: 300px; width: 471px" height="315" src="https://www.youtube.com/embed/MMacd89kt9o" frameborder="0" width="420" allowfullscreen></iframe> <h1>The wooden Eccentric Mechanism</h1> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Y1f4Rgi26UxmLZYyOw1sZPPaC1N0xRpfZbn5rUQ9onEjHVVoLVw8JUZtoiFHPOL7oGQs3AF2gNrpjHbUZv0i2YeB8ij_cHOvYsnrCHoMvNLWjyFKNJhDBJ6T0bQ3jL3PBpoQvXxRAME/s1600-h/raas-rendering20150903-26671-11fjlu120150903170418%25255B2%25255D.jpg"><img title="raas-rendering20150903-26671-11fjlu120150903170418" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="raas-rendering20150903-26671-11fjlu120150903170418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPTvBoOSla6NC_8eoIGNKl0rsl2rRWYRrETuM0pc5Nu-wN-q9FZkZLvjiaoy2WvGFtkX5B3W7Cd1jCV4AZKaW7Z9qT6ucx9Z6hvhpiDz5nUK9WM7iIzfXaKlngI7JYLuCQ3deq-3FOrjk/?imgmax=800" width="644" height="484"></a></p> <p><iframe height="480" src="https://fusion360.autodesk.com/models/e34e8382e6ba72da4a01d77e78f1427f/embed" frameborder="0" width="640" allowfullscreen mozallowfullscreen webkitallowfullscreen></iframe></p> <p><iframe height="315" src="https://www.youtube.com/embed/5YUsCr5aNkQ" frameborder="0" width="420" allowfullscreen></iframe></p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-84309398458982490242015-08-25T19:26:00.001-07:002015-08-25T19:26:00.108-07:00A Motor model in Fusion 360<p>The more I play with this software, the more I like it. </p> <p>The nice thing is that the support and the information available is very good.</p> <p>I modeled an AC motor to learn to use as much modeling tools as possible. </p> <p>The program is very similar to Inventor but at the same time more user friendly. It runs slower in my machine compared with Inventor but not a mayor issue.</p> <p>Below is a very nice tool that allows sharing the projects in a very interactive way. </p> <p>I hope you like it</p> <p> </p> <p><iframe height="480" src="https://fusion360.autodesk.com/models/d5673e5a579820af16362fcc8ff5665e/embed" frameborder="0" width="640" mozallowfullscreen webkitallowfullscreen allowfullscreen></iframe></p> <p> </p> <p> <div id="scid:0767317B-992E-4b12-91E0-4F059A8CECA8:81b9f78c-7628-4f0d-b2aa-35af361babf5" class="wlWriterEditableSmartContent" style="float: none; padding-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px; display: inline; padding-right: 0px">Technorati Tags: <a href="http://technorati.com/tags/Fusion+360" rel="tag">Fusion 360</a>,<a href="http://technorati.com/tags/AC+Motor" rel="tag">AC Motor</a>,<a href="http://technorati.com/tags/3D" rel="tag">3D</a></div></p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-67201059183069841862015-08-04T15:54:00.001-07:002015-08-04T15:54:49.028-07:00Autodesk Fusion 360 3D CAD reinvented<p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRJPPXxfbxnNJ-ueTCRxuqU41PmVUV6Yqjvsl7AbON7lrMBPDNpBbugaijYHfJZFYIxJOpJ_IAxLOTvFwC3zGqQjjywKvfGAx11Bwkn0sEb7Y95fnjfAJZ6QR6yrU8CfIrp3zbRo9iWK0/s1600-h/image%25255B4%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid5DzpN6G2rF9O1ou34gkVuovj_Qbvue5PwwSIoHeoTZzgGQmw5KniyWZXq_db6_lwNyCFQB1v9Y4Zfl9419n_8jjLzf3lsMToVo8eloiIsLU9jqB8PIjjdYMBDlWiMIs81d3QCs-iu1Y/?imgmax=800" width="624" height="353"></a></p> <p>I am an experienced 3D drafter. In my day to day work I use AutoCAD, Invertor and SOLIDWORKS. I can switch from one to other without major effort. These programs are all very good and well recognized but at the same time very expensive for personal use. All these programs require to have a computer (powerful) loaded and with the licenses. For big projects you need a server to work on collaboration mode and the price of the license per user is several thousands of dollars a year if you need to keep the software up today. </p> <p>I have tested many open source 3D drafting programs and also Google SketchUp; some of them pc residents and some cloud based. I did not feel confortable or productive with any of them. </p> <p>This weekend I downloaded the demo version of <a href="http://www.autodesk.com/products/fusion-360/overview" target="_blank">Autodesk Fusion 360</a> and after a couple of hours I registered it and I I fell in love with it. I transferred some of my clocks models to Fusion 360 and started to play around. Then I decided to make a first full drawing of a part, in this case a RC Servo that I will use in a clock. Knowing Inventor the learning process was a piece of cake. </p> <p>The other good news is that Autodesk Fusion 360 has a very interesting offer: <strong>A free 1-year startup license is also available for hobbyists, enthusiasts, makers, and emerging businesses that make less than US$100,000 in revenue per year. At the end of 1 year, you can reselect the startup entitlement or transition to a commercial entitlement. </strong></p> <p>After finishing the drawing it is necessary to use a program for generate the CAM to be able to mill or fabricate the parts. Mastercam is an excellent program but too expensive for personal use. I don’t know any good machine shop that does not use Mastercam. This program is the standard. </p> <p>I use BobCad-Cam V26 as CAM postprocessor because I bought it during an offer they had last year at a reasonable price, but I need to convert my work to DWG or STEP in order to run BobCad. The CAD part of BobCad V26 is not as good and flexible as other programs. I know they made a lot of changes in version 27 and probably is much better now but I am not willing to pay more for something I use for hobby and not for work. </p> <p>Fusion 360 has CAM as part of the package and also has the postprocessor for MACH3 that is the software I use to drive my small CNC. Now the work will be straightforward: Model – CAM – Mill with the same platform. </p> <p>The next step will be to create a model of a sprocket or wheel and run the cam to learn and test the results with my small CNC machine.</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-1178840528923783872015-07-26T14:44:00.001-07:002015-07-28T03:30:16.508-07:00Conical Clock Overhauled<p>This clock will go to the hose of a very special person for me and I need it not only to be nice but also accurate. the Conical pendulum is very inaccurate and also has some noise problems. With the changes now the clock is quiet and very accurate.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikTzNuvV92V166Z0DSfDPRcyirrbs_rK2tWK_fGFjv9MkItQ7u8F0EJLM4dRzRpA4nr0mr_UxxFi_-w62N6WgYLiYGBzCT9plhTdY8FAbOxAIiMrya0INtnNmw_VbzGWvZPG2U-XhQnPA/s1600-h/20150726_1550551%25255B6%25255D.jpg"><img title="20150726_155055" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="20150726_155055" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtArhTFgY2_15m2hHSIilabXSAtCgocpJye4aFioFmakLQsMNT1vB3p8SfMVHH-uqPS4WN2ZBWoh7c_1wY_layGToeGGl6huDBg5OsSvTULGwuIl-o8Y1grsMFpUJjaasEXq8xv3rm_fs/?imgmax=800" width="229" height="404"></a> </p> <p>I modified the clock to be driven by a 60 RPM synchronous motor. </p> <p>I added a double sided contrate wheel and two crown wheels one driven by the motor and the other to drive the pendulum</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoqkqnNy6unX7DLOAn5oTK9_Pn4kajdFv6OYpsxEAM_Dh21NQM6jX5wKbkXl69qcQIulwcx6SWkThyphenhyphenlMt7XH-KBDbRTkP_n5hbBDH9TEZ6QxU4TDOYyriEbs9KQqczwf414bYDu6ElKPE/s1600-h/20150726_1551261%25255B2%25255D.jpg"><img title="20150726_155126" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="20150726_155126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyLLUjQQCuG1-g2bH4kgl57ZVBCa9Revr-ZXuWpymiht6FN5EoIJvMCL2tniA2ofIBB1NPWYoiFIr86gIhPckydjT1YHAyEUnPTM45a830i-6o9nIFwKzufXvB7SLwkcYyOokmtTa9Dxw/?imgmax=800" width="229" height="404"></a></p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilVKyyvFrbvhiN47VQm-FBTs1ckCBpkEJSnnnxVyq-4bM16vNZk9gaXNLT2Ot0lDWf4YsERjamdZn_PuhYgnA8KedACdv4sQbPAGU2fTWcVaB5UfyjqDmcr92KQ7NSwOVMoapr6fd9nZs/s1600-h/20150726_1551141%25255B4%25255D.jpg"><img title="20150726_155114" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="20150726_155114" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqMAaUrJZjgKu7JI9fa0tAfh8AEmkkkFGumEi06x1eNoXgfTts-ei8mnMCu0_OW30QWCJ2Ht6y8ggr2HvLvHIFsCUyf3LBD30Pm53WN3Lk3onvZt6mBHMo3mYLeBL-IVozaM560Ge3u-g/?imgmax=800" width="229" height="404"></a></p> <p>The pendulum has also a inertial wheel. I embossed 12 weights to the wheel. I also added a new guide for the pendulum rod.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKa0krBqsq8GhjxhEdJib2nj22aT_alO4-_m6KHHdgH7N_tHEyr_e2fey-vedT922nP22Hnm_1q3IEW_G9WlIquc_DBtMofvIB4O5_rFHLBsU31CKpqAN5MUSrBMOdxj_0msrUq7oWGgo/s1600-h/20150726_1551051%25255B2%25255D.jpg"><img title="20150726_155105" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="20150726_155105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi96vBs7tZDNHcR_d3ER2Yws-lHmVihZZswfzyGbUeBBg7h1eUoyhp1l43SPPr7F9SW8u8chEuE09AqK5Ymrw3FHmQVhU6zYMs1w68J-s_navADdY7tPjgp8WILSc2pZ7uCr7-BRCC4Df8/?imgmax=800" width="229" height="404"></a></p> <p>I really like how it works!</p><iframe height="315" src="https://www.youtube.com/embed/z4hxThKNb0s" frameborder="0" width="420" allowfullscreen></iframe> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-48727177541547788062015-07-21T17:56:00.001-07:002015-07-24T05:04:27.855-07:00Building the planetary clock<p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWe6DKOZaqHqDz2l-d8bNA100qDhwISqWQWXq-nga0Y93qDK_QV9_ASYY29i5jwwP08h5feFnCkzjsVXVEU5W9TAl6v4E7icua3nTT-LLVJyZ6Zlh_NlAcGth-3gEdPY68Gvcox6YsHdg/s1600-h/20150723_112153%25255B8%25255D.jpg"><img title="20150723_112153" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; float: left; padding-top: 0px; padding-left: 0px; margin: 0px 11px 11px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="20150723_112153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6VeL6fnKueizC5J4r43QjdktnWYWukHP8P3UAT8MCrCqiVGEL_rADbXZNh8QO4gx-oZpOMitxLcCMkCbbfgKenp5DCOeptQ2SejxvA5Gt7x3T_-EjyxeahPGAsMtM8hbPdcx_4AnU_Fc/?imgmax=800" width="293" align="left" height="404"></a>One of the things I love best from my profession and my hobby is when I can see in real life what I created in my mind. Technology is great for me because I don’t have the skills to draw by hand in paper so computers and CAD programs helped me to develop my creativity. </p> <p>Combining technical knowledge with creativity has been the most important tool for my work and now my hobby. </p> <p>The planetary clock was a challenge. The diameter ratio of the sun pinion to the planet wheels for 12:1 reduction and 8 teeth pinion is at the critical point. Too much play in the teeth can make the system to block as two planet gears can touch each other. Any eccentricity of the ring will block the system and if the teeth spacing is too tight the system will eventually lock itself. </p> <p>I had to mill more than three times all the parts making small design adjustments to adapt everything to the tolerances for wood. It is almost impossible to obtain tolerances in the range 0 .1 mm with wood so I worked with .5 mm tolerances to allow space for the natural expansion/contraction of the wood temperature and humidity. I also made tests with hot and cool room temperature.</p> <p> </p> <p>The picture below shows the three planet wheels, the sun pinion, the ring gear, the two ring covers</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHu64ogd48nzkljwX9ma-34zYKlYrqWCie4zlvC141gCb_aVtnCIWMvN2lbkYgnkoG0mWffADFZG3BjRCBdf4soy2xzaEYDry9O05HbUoNiE7jRbHX-KIrca8u7oEjbFiwyl0Ho9yFL9M/s1600-h/20150714_154752%25255B7%25255D.jpg"><img title="20150714_154752" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150714_154752" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKfHY-KjXMdmAwfbRrNo4gV_tPYoUxY_P1-nJHiQfiq6gkAPA9M2w87PYsaes_Fg9jbIfu5VZrgGqw0Lg6dzbI37eGZTqDFd2NSWTCfrv36PgUJjqDGvs6QlavZrQSkwoCuiZrN3Lm9V4/?imgmax=800" width="304" height="173"></a></p> <p>Below is a detail of the ring covers and the mill down of the sprocket area of .5 mm to allow some play of the planets in the axial direction. This also reduces the friction caused by expansion.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAPw-hKq19B4CgFUTYO_oDJsIzMUwRQk22HcidrYzQ2lfEsiKjzk5nwezNAaea3wN-wS1RhI0X-vVlyYdvMXG16GCZ50ckfjmN8JC7jw6CNwvuiYoYTf9CE1XqiaSNUIAFEZgL9O8-Sck/s1600-h/20150714_154815%25255B9%25255D.jpg"><img title="20150714_154815" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150714_154815" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizLOIYIlW6cs-HBK-LuHwr-bstEUvb5nL6rbyLa_bpNS_sOEePTeZfZHewiKQNHgTScU4W292lyFbdeVu4meb7fQjRP3RmuThh-O83k4fZNlphmYY0lcA76uG-I7PzDgs81RSR9scPpO4/?imgmax=800" width="304" height="173"></a></p> <p>Next picture is detail of the planet gears support, all made form a single piece of wood milled and carved with the CNC to obtain the shape and exact position of the arbor holes.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj76yokpAoIl0c2Fifx1AJoLPtnOeq8kTX-6roxyg4YlOH2x1knZrMdSBBYPOyS0TE-oXCJv-UzaDh3m80ZS_Bjsv8B9hI-eXezGkqVJTmQhoV61mSfP0Rr161BNCJ2Z842XI74OWyVEjA/s1600-h/20150714_154833%25255B7%25255D.jpg"><img title="20150714_154833" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150714_154833" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSvam-mFmCmIKlXta9nCoCygRFyKGcE4zSiucOBblr7M-GqG5hSPJVYRRGTEuTR-DNA-ovXQsKVCy8WjThnVLzkibc-MhFm86NWGi-gYjgwQ_ZYAoZ0oHFFYtgJ-wV-7-bX7ILxc5hEn4/?imgmax=800" width="304" height="173"></a></p> <p>Here a video of the the testing of the planetary gear: It works nice</p><iframe height="315" src="https://www.youtube.com/embed/E6msphtfpS8" frameborder="0" width="560" allowfullscreen></iframe> <p>Next was to make in the lathe the two circular bases, one is like a cup to hold the motor. The wood I used was so hard that I burned the small motor of the lathe. This is when a full replacement warranty is valuable!</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA0q18wnC2xSIDI8QGCLXS4py5bEduVxEZtJVBf-5Mhk8LpEXmXxGBrRGPfHuTpypsTQyeqH8o5wlT2lnDnhjayEIzMnfLtAB9SFeqmgOrnJ2Bxnk9D3SUSAVGYW7pf-O56m3-N7EIBoQ/s1600-h/image%25255B10%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYvNHsYn_0vFuadpaLzfSzs_zpC20ZXoKrI7twewr116uZhpKA90XPO1xTthPwlsvuGjW9xnVBo_Do085uhsC-05WVLNiQpn5CMR1Co67dXku1Lzl7vb0UkMkpAnJhGgRPalUVMhehDnQ/?imgmax=800" width="304" height="164"></a></p> <p>Next finish the wood assemble and glue together everything and pray that it will work as before wood finish. I have found that the best finish for wooden clocks is to use Danish Oil. it is not sticky dries relatively fast it is very easy to apply.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8NH9QxLu-D0cUJxuUdxoi8kjlmxS10keHBagy0WkEVjBSKjhT0SPaLCaFQFQAdYUcHCHRh596Z7WhhXirpnDcOjoAJ5wo_WXve1EfFUX4seXZ1dg5xlqab6FYl6djvuWBkoInHkARLcs/s1600-h/20150716_170350%25255B5%25255D.jpg"><img title="20150716_170350" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150716_170350" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbcBUprVLGKwtXJjHCC1pSownnyEQ2aVSjMudZVE64ecXLhd3empH1QrOMNYjBt9VDfmfJqBgVXayk4KBG04y0-BXWj4TSFN2F5T_RQMUE5J9QPc3_O8HDmCRVV_b20LZHY3UKHyt84oo/?imgmax=800" width="304" height="173"></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZX1O82rdyczso174wewdNJBPjQxHFTrGMv3lNuwzTinhZTBh25BAB-3GqDcneCFdGoidTp69mgwpg8xuG6NWdBtdB9F2ibmAlG7Y4r7PG7uyPMaYUMmsaspRSNRq3SsA8tXncSFwf5kk/s1600-h/20150718_091807%25255B5%25255D.jpg"><img title="20150718_091807" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150718_091807" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVSOl2L-2Za6KmExuSlzRbNa7_XOWkkIy9NvWvPLDGzAw5wPmKN0ftOSGKqldO0um0l1_ASgJmZWRKDg0uCc3-I6hm7O0CHGwhhLYOOvNoQdsY3WdP8frUUtDwICKudQnNVFvjK7wUcVo/?imgmax=800" width="173" height="304"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHZ2fu7-d3OcRT_9ejUcq-5euclk90GDM__aK3yEu_HBBaZ30jA9wxsYQVaaqYqJLh15HMNBDUyyFXcipxT_UJMK5Kq1ubVRN_yku2MS6NbsceFeYRlUXGoXo7j_JCcywk0WWI2cUj_gw/s1600-h/20150718_091819%25255B5%25255D.jpg"><img title="20150718_091819" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150718_091819" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS9_1nQAfkjixqGfRgbmMOcL_oh5zJ5iNnrxiGQG6zhrTv3_HJSpnOpbRC3eWtokHatqPnSy4gKN0ovuo9tk4prvEH-aEHVVGM1L-_NWrpksZ49KS7NtukxsYA92uvdzsyuO532APVbgY/?imgmax=800" width="173" height="304"></a></p> <p>The numbers and the seconds and minutes dashes are engraved in the dial ring:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJQQidK3CgvO-V0eYczIgC9N950Uhyi2t9dPl2da4pU-CwiR0zEJCWIl9LCsO6OSS4FQs6xN2qC7SsPsVhNwn7VdteMPcgxUV3arMejboxrKcANgtpj3uY7aXHgMbz1Q_hrZZABXNB2r4/s1600-h/image%25255B12%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1NO19kBZmtL94D7VKrCCFvcGoi3ZMnUHUexEvykYU3n1986CwwJwykHeuE0jLi-J1g25-VTPGVX-u3Qs0CSrl90wCn3HVqvv-D3BgRsfTia5HFaZQ-yFDDn1fCu8N-0xsd63CCayxkOs/?imgmax=800" width="236" height="229"></a></p> <p>Here us the clock finished (front view):</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM2LFV8PSYgXCIzdBqI8FEho-3VHTg96xla2U6rw7KzaBayMRyEYp0-WmlndGPSTb5HbbiI-RybW0hZp37rGKencl_kmpy2v3BlbLls4W_O-qQ5Gz2Xmo6Jylpbr5DeslGfsf1HvbvyVA/s1600-h/20150720_192329%252520%2525281%252529%25255B4%25255D.jpg"><img title="20150720_192329 (1)" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150720_192329 (1)" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPv9H23yPn7N-us9__ivnumvydUZiMTYjVPrTmx_SkUK071t5k1CwoUeZNf9p6bkaWeAnc8CTXq3tkyZGogmPD0iEmwSwYD8S2hvp1CXdXo72_8DXEPKHkoMX9YSGU5duBzOT0NbHbgwI/?imgmax=800" width="624" height="353"></a></p> <p>Here the back view of the finished clock:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJW5v5tQmATxXfsp4pECvHKcxIvKPrPOh0wb6zEX7fqzM7Bc1ZW66G9DtZxzj9cUZW6RMUdGmAV3V1nyw2hgOQA7BQp5mPNAy5OoU80m3j0IvwXN0KLc1XMr1EQCIIkapWdmPfrm-Mwkk/s1600-h/20150720_192354%25255B6%25255D.jpg"><img title="20150720_192354" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150720_192354" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAJrQdgVaE_Kl_nThg7vlEJP-tpJElNv6BDPXp0-f4YyuXTr-EwXOq7YYUVunQaGnRJpIDuub3GIPymeb2DB1izCH0bP4TK623Y8JrdTKnCSXtFhZOuKJoqeObvZFBGPvQhWJWGlRuJB8/?imgmax=800" width="624" height="353"></a></p> <p>Everything moves very slow in the clock so here are a couple of fast motion videos compressing 3 minutes to few seconds to show how it works:</p><iframe height="315" src="https://www.youtube.com/embed/1GWD22PhDr0" frameborder="0" width="560" allowfullscreen></iframe> <p> </p> <p><iframe height="315" src="https://www.youtube.com/embed/PVl2_OlOUCg" frameborder="0" width="560" allowfullscreen></iframe></p> <p>I love this clock!</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-71910875408189884112015-07-20T17:59:00.001-07:002015-07-20T18:06:02.867-07:00Automatic Spindle Speed Control for my CNC<p>One of the issues I always had with my small CNC 3040 was that I had to manually set the spindle speed in the frequency drive using a knob and chuting the speed with a tachometer. Each tool change or job type (rough or fine) requires different spindl;e speeds.</p> <p>I found in EBay a small electronic board that converts Pulse Width Modulation to an Analog voltage. It is possible to set the Match 3 software (this is the software that controls my CNC) to output a PWM signal in one of the port pins. The frequency drive can also be set to use a 0 to 10 volts signal to set the motor speed.</p> <p>This is the link <a title="http://www.ebay.com/itm/301557918983?_trksid=p2060353.m2749.l2649&ssPageName=STRK%3AMEBIDX%3AIT" href="http://www.ebay.com/itm/301557918983?_trksid=p2060353.m2749.l2649&ssPageName=STRK%3AMEBIDX%3AIT">http://www.ebay.com/itm/301557918983?_trksid=p2060353.m2749.l2649&ssPageName=STRK%3AMEBIDX%3AIT</a></p> <p>It has some good information in how to calibrate the output.</p> <p>Below is the small PC board as I installed in the control unit. The circuit needs 24 volts for power that are available in the control’s power supply. </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh62fsK9dzUOwClyUx1zyLnLTF2QF3Nl2R1qr8Tuj9vmsYOEwfNSRWH-ykYWutC6dPbEnMs4H_1cjAawNF_BldhdnHdujiqYRoQebCvwJC207GCR1tQYPAxvWjIdU4WB005QrNSTFhS0go/s1600-h/20150712_112356%25255B5%25255D.jpg"><img title="20150712_112356" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150712_112356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0wmPXrJUlP2r9oMBpKtPQ6SUKtOh3TUUJPGyfrD8LL8zjWYhsFAm5vPTNwiR-XYTXIudUS-Un8rTLoauAW9RdJMsRkfIB2xPCrWtPvCnGjn6DS1pFtmgv5P3POguaInfRgzvitPQjZrw/?imgmax=800" width="624" height="353"></a></p> <p>The 0-10 volts output are should be connected to the analog input on the frequency drive:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaR6BqT59MBmeKkBob2NyOf4K1T8a6Xpyd1jsdR4t3TmGSgYI1DUKrnZ7pUs3mWLfwbg0lyyWQvlZ_gMSP7pKTDP2PR5LA25WLcv0nIP9SEQIfJETR6WgHp3db7_ZCu9bfr6oYfdIy-OA/s1600-h/20150712_112849%25255B4%25255D.jpg"><img title="20150712_112849" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150712_112849" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZqlw1pFMwEVKwcU7xqiTOynIxWummwYxFYHTAXyLjtBjkb2HLY0cEDLT34e72tfcpFOdFCLSa2Tth7INQcvSx84C4L7gH5ierJQPrJQ9Cjs0fNHQFFifxg1yxg1B_wtRy8hDpe4aH_ng/?imgmax=800" width="624" height="353"></a></p> <p>The PWM input signal to the new circuit should be connected to one of the output pins. in my case I used the A axis on the CNC control board hat corresponds to the output pin 9. </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkHZPtGoEbJpnlgyUFg8h56xVJiHXGj5rZyG4YMUxgo397uF2EBpqGgh-oy89JRwcDspCvN1Pp-dIwRNubFTzg4VB1YoC6WeAXhNKyKFl0k8S-BMCXqgnjtxtzHpXRLyayKFbTKg48y30/s1600-h/20150712_112545%25255B4%25255D.jpg"><img title="20150712_112545" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150712_112545" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj11JyrKSwVenqMWRmLgjkJYlj1Wqiyd-hmhRfJMks2gOcgsDFcrBuK8ShcbcT79WWLlqNj5i-VsP4F1lPdqv5GUdE5xHVTPVCZAqN7L1KdYg8hgisehvpmETwuAJUZd6UnJctWNUif4Po/?imgmax=800" width="624" height="353"></a></p> <p>On the mach 3 software it is necessary to adjust the following settings:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhubLDQxgyGFCYU7FK3bdGhZVgcEiQAZ2yH2FjiRo9nSxDKpQWNq9kBpuomHojU8HAhnQpPl1AJrr7vNlS6cbV5U3q_HCLi1zsaSgVi4ljPAWJQ5qIhAQKtqHZBCB0y1KptY9Z02RfX0g4/s1600-h/image%25255B7%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTTFlSQiPHf6XCP__BxBdEvLuovGnMLsiOecY-RyTkbp7m9ZeXDHSrMP9kFt3s3nWHysGFNJ9rC0eIxbJJATSErQ-WTKXbTMjPyqRwDwaNevm9JumdjY89iiVnM8VAQ-jQV7klJKiaPDU/?imgmax=800" width="624" height="390"></a></p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmdqRJFrKRq-Z1RVxLySAAMoJ0Sd8jiJrLxxKkqM1u7_iP2ZrDnI2Q8JhZdmkmtFqhJRzYAlrxnrC0l07Gblj-Uj5F8LEM0RQ5BlZvfsCPjCyfWABdFTkQgfaQSREIcz6uF-TlCIgrAEU/s1600-h/image%25255B11%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglCVk27Yozyand7ydlYpGVnNPJFpwXCMDFBVcQK5vigZxGrcU3HUh2cTh-ZkIPvFoXOPUYH__hVwciLGJ0FoIeBqzYNjXvVTHM3jmIpbARKM2io9mtzIORRnS1-oTHzVIaTipYhAGIQNM/?imgmax=800" width="624" height="374"></a></p> <p>The last part is to set the frequency drive parameters to allow speed control via the analog input. The drive of my machine is a Chinese HUANYANG ELECTRIC </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghOTxbvIGPx8iH49_CK9G5zeK4MD3i4gCHjwUpSDUCv6VNC1dMPXdnIarINGs_CQOTB_hAq_BhZFo7IIUpp2D1qO7z0bc1-WLAjdq_c7WoUh7fzto-xksvzXwINFip0x3thgPzG6XpAOA/s1600-h/image%25255B15%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxv8OWz7baGVKImXsm9BpSlZQa-_L6WtYlwHR3JMg4gBIGcITlIb1WzotmgUevgNnw3iBVsQO0OZ6U6_rzjlSWFz7qhbUCZoyTN8Ld6BKjyZdadZzn_GWozZtU3EA1QfrKdaFBHD9wbek/?imgmax=800" width="281" height="304"></a></p> <p>I spent a lot of time searching in the Internet for a manual until I found it in a Chinese site. Thanks to Google automatic page translate! </p> <p>These are the parameters to change:</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw9GGbuUra3V07vZm9DF2V_-csFRdOWQUkHnPMcdMzudkNkwMXbmzFT7Hp7r8h41gp6xDNMdOjb2otjrJ5_i4IYtAqDDkYsDfB1N_URZBRLnPJZ0LXsQHCBLUWLaRJK_Nnk0w3YNWjTXk/s1600-h/image%25255B19%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8VgR-vyRvrD5YHEQMcV-asG3f2S_pKodFMAvZ4Thf5ogTqs7U81XIZS4m5MS-QbueQujGjR2s-LocAVo6EkYRTO-gnbN8id3cmYXr9Ejc4lJdb5OBcZ0tghQs0pKeuoXF44plciaYOz4/?imgmax=800" width="624" height="213"></a></p> <p> </p> <p>PD0000 set to 1 to be able to make changes</p> <p>Pd002 set to 1 to use the external terminal</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCzQL1q6QsbVaXu0t1lM5XpolTRiotKvDz4xbFuMF0rqqrj5A9KC1RkCUm1pSdjDSEBFNexiB5tmyZLWAiHoIeMaJV6TgPopm1g6604oxt7rV9DqJ0_Jk5kkSkQTTZJZOANzhY99aF5m0/s1600-h/image%25255B23%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDX9vuZeND4j-ScqBsEwmY_-jzzk2K2jiVO1_NouSrwDWMZIyfd9Skpj2QuxIqR1JLshH6XmIResOT-FqCowOHUUQ4FMdavD4SQDoPof2-bL7UctizDvlF96Fn0w3A9xYjirDc_szqI00/?imgmax=800" width="624" height="207"></a></p> <p>PD070 set to 0 to use 0-10V control</p> <p>Once it is running it is necessary to calibrate the output using the potentiometer in the new circuit</p> <p>The system works OK although it is not very linear but for milling plastics, wood and soft metals it is OK. I am very happy and it is working really good and helping me to avoid mistakes.</p> <p> </p> <p> </p> <div id="scid:0767317B-992E-4b12-91E0-4F059A8CECA8:cfa9a507-a179-42e1-9904-e46549a14c0b" class="wlWriterEditableSmartContent" style="float: none; padding-bottom: 0px; padding-top: 0px; padding-left: 0px; margin: 0px; display: inline; padding-right: 0px">Technorati Tags: <a href="http://technorati.com/tags/CNC+3040" rel="tag">CNC 3040</a>,<a href="http://technorati.com/tags/PWM" rel="tag">PWM</a>,<a href="http://technorati.com/tags/Spindle+Speed" rel="tag">Spindle Speed</a>,<a href="http://technorati.com/tags/Mach+3" rel="tag">Mach 3</a></div> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-7332229764880491802015-07-11T08:37:00.001-07:002015-07-11T08:37:12.070-07:00Planetary Clock “Light”<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAJZk1g3VscCVhTj6WNnwg7sqEVGVqwEUr3WT6-Tah56hOuKtaDiMC0qtOyY5428mS2HhKKD5qjMtvTk_0pTCgAyEtzoLF9I-ox-vYdG6KGiYtaReW7dJFtzxOiUpfo2dDJocpyqTmXeM/s1600-h/image%25255B11%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; float: right; padding-top: 0px; padding-left: 0px; margin: 5px 11px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgWI82QjhnMxi0nj1nbl_tyzJsg3jdJQHsI9IKeHXhtF2k_7wSkM7I_xntRAfvWkhLUvVQEYk3tLiyiQn-q7jbUt6aeYZvZ7iodCoH3QQVSvDLstq8Z9Tgt4NljDR1oI8G_dywbtYRHgc/?imgmax=800" width="402" align="right" height="404"></a> <p>Before engaging in building a multilayer planetary gear clock I decided to go step by step and create a “light” version with only the 12:1 gear and driven by a 1 RPM motor. </p> <p>I have a couple of timer motors the run at 1 RPM but the only problem is that the run counter clockwise and for this reason cannot be installed directly in the minute hand arbor. </p> <p>I also have one motor that turns clockwise, but is big and when I draw the model the clock looked like a fan with a motor in the back. </p> <p>In technology design and in many aspects I follow the concept of “Simple is beautiful” but some times adding some complexity to an an artistic kinetic device (that is what I think a wooden clock is), the complexity provides more visual action.</p> <p>In this case I could use a couple of gears to invert the motion direction but it would be more or less the same as the motor will be exposed and the “magic” of the wooden clock will be diminished. </p> <p>My solution is, using Clyton Boyer’s words” drive the clock wit a pawl and click gear. In other words: I cam lever with a ratchet or escarpment wheel.</p> <p>In the back view you can see the motor hidden in one of the bases and the small cam wheel that will make the escapement to advance one tooth each motor turn.</p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0QFwli3Cwh8yVlhc7BhAuvdLHC_s-n5qA57RkmbIUj_GscYfR9aNEndJkOPsHexiJCRPl1ATVohX24NpMXzsDOmFtT35JvJJlmbwC0zfkCOfegx7PIrnkQ3J6mbM-hxMO_wm2C8hCwKA/s1600-h/image%25255B23%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Q_evCT4e7lMv9YZLzTx2e_lhN1XOk2rjJEeTQLImzLcDq_s-Hi3qkkKQlEGoSvGFwINtYBFNpv_kr6v9v-JNcn9CLDttfwp69YbNy4SLmrquLZKyc-Ps8cqIe44FlKRT3HjdrdyTXII/?imgmax=800" width="304" height="304"></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc4UB3qPMNkxdN9TaUEYLarFR2b9ygrslKa4NH5O2TP9Sq0QQ9-BqkACzdZqcXfSZ4eH3Icf5WF9p4Zb9xsEQogcH85cxO1ihQfWoBkwVZIa_p689SJAtl9KBWBZxAG3R5rmSnH2XvIF0/s1600-h/image%25255B24%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWBglmOsCnHRTpSnQ3s3ttdSpzzZ2aud2B0qy-JglrUyg6O6YTbNiqfEnAiJpRV1b31XoDpnwWFxph8mSkVq9CB3pZW97LXoXTg1yAe7-c5JRuMK5KnsrqWO6DFtjXbV0nkoBnyzmKPz0/?imgmax=800" width="304" height="304"></a></p> <p>Today I will start creating the CNC programs to mill all the gears.</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-11133151961422538552015-07-09T16:22:00.001-07:002015-07-23T04:26:13.518-07:00A new clock is on the way! The planetary Clock<p>I love gears. There are so many combinations and possibilities that allows millions of combinations. </p> <p>This time I developed a clock wheel train based only on <a href="https://en.wikipedia.org/wiki/Epicyclic_gearing#Overview" target="_blank">epicyclic gears</a>. </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgyjTGR9T5f7r99T51qPxLsBAJv5dO18eYwFHkNHVXOX5JQj2DNa3YKq2ZefcgEuk9oFefw5rV-Oq24GslA2RfaNOjDLYuAc2i-1IT74r2nNmyLGP7FAQO7tzAeIkf9KDo3EN6hfCwkXk/s1600-h/image%25255B4%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhotV9yK1VOrmz3JNXUjWAivwZ0gH9H8srJbDQDbK3WBVwtSpkaTlkpf07RewN97o-MSN1-McJY4HZELwRcqoDNnOFjsTlPjkJ0KTNRjXMJvGzNKYiMzl9f7RM0qordsM_IaQsgWj6MWOg/?imgmax=800" width="555" height="404"></a></p> <p>I will use three sets of planetary gears connected in series as a sandwich. the input must be oration of one turn per second.</p> <p>The clock will have the three hands: Hours, Minutes and Seconds.</p> <p>For diving this clock I will use a timer synchronous motor. I have to options one that makes one turn per minute and one that makes 60 turns per minutes. I have not yet made any decision.</p> <p>I already finished the 3D CAD model of the clock without the driving device and I think that this clock looks great! </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiMwL-2thyyu1iXg8NGdE75oi1lzxKtS565qzMRbsxkU-L8Wj7ezh7erxUP195bxoXLjjcaShq4SHRZMRj_ZMo27R6MWqFjgB_arB6_uR77-uFzSEBE8Z7TYz7ythPZNw5iulpZ-ctypo/s1600-h/image%25255B30%25255D.png"><img title="image" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="image" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9c8CAs-F-uF_Jo4Y1KH8-WwfXvBjhyJhWHVv0V0I3ZuRubhMJK-OmKOxV_bXNxPvzD5c7q60RnaYcVAzKXHF1COrF5c8wa-VuQAc3k2fEVlKiO-IkEFN-bkk7vjnChwl4T80jZAz_SQ4/?imgmax=800" width="512" height="404"></a></p> <p>This will not be a small clock! the diameter of the rings is 7.5” </p> <p>A new challenging project with a lot of work in my garage </p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-19896034416264119832015-07-05T09:54:00.001-07:002015-07-05T19:19:03.853-07:00Pythagoras Clock Finished<p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB9PvUZJUFjNyun-3LLRYdi0ppPk6pOkrlQCrMt4n4WRAx0_8DbZ21uv7hiYO18eSMFZ5WCowVF-xpiHYgZSrN-Fu3d0FR6j77EIh2Ud5wfJh74KnPmBUS6GKSZnTPORElmPKUc3Csy-0/s1600-h/PythagosasFront%25255B8%25255D.jpg"><img title="PythagosasFront" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="PythagosasFront" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyEaC_kowFM1tjtcimseXoP_mdjEbKeWwRh63_3I0StQqhN9ZT8W9_Zuu57SQbfP__M206pwZqTMzVCqZHCsSu7V1qUOa47ZhYoLcpRvhTLtjH9ytjh_MT7st1NMUrSQiYqENmwpZOlMo/?imgmax=800" width="624" height="353"></a> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHAbI2_znQMQKKjoSRPI1su7tmUaWyN0kyYWMrYk7kJM81TgkJ6K_oCS5x9DjYAkVGQYqkTq4XsToMESsAwgljGVCH-U2OPIfURGnCDDUDODbIV9kH1JPe_1azEsVgEhQWKMbltxBA4Wc/s1600-h/PythagorasLeft%25255B7%25255D.jpg"><img title="PythagorasLeft" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="PythagorasLeft" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnLN9y70fAEvkBcmyzV55Ji2JhwLAulMi2M12cWw7r03jHUxgUk1z5DnfLlUa56hp2NfcnfK-uaY1YAc-grPMUxHvXJ6pzx_DJ34sKCVEZnO33t7BfG04VdBtDC6jJV8-2i7SBsunZGy0/?imgmax=800" width="624" height="353"></a></p> <p>Projects need to be finished and this one is!. At the end is a very nice clock but not as quiet as I would like for a night table. It is quiet but still have a small hum as the coil is actuated with Pulse Width Modulation. I Could make it better but it would need a lot of electronics.</p> <p>I will work in an alternative using a hobby RC servo motor, actually something like a robotic arm pushing the escapement! but this will be another history…</p><iframe height="315" src="https://www.youtube.com/embed/3bPjGBPbnLE" frameborder="0" width="560" allowfullscreen></iframe> <p>It looks beautiful in my dining room buffet!</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-72035762750104950502015-07-02T15:59:00.001-07:002015-07-02T15:59:02.359-07:00Pythagoras clock part VII (Almost Ready)<p>Sometimes I simply cannot sleep, this is not frequent but when it happens I need to be active. I can not stay in bed counting sheep ... When this happens I go to my garage and start working in something, I spent several nights of this week till late and the rewarding:</p> <p>My Pythagoras clock is almost ready and working beautiful:</p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjM2JdVp1hBrxXQ_DR217EDpn2UF3ZKH9xke-sP081wqt1KwavEtqOU7tQQcUCMO9xmKclVDkGmR7CYXW4bnOfEoqBTgPerCG0mhBVkfvVpZMrN2wPLHC7efG3DDpQDpJOWGHjJBkX5IA8/s1600-h/20150701_214212%25255B7%25255D.jpg"><img title="20150701_214212" style="border-left-width: 0px; border-right-width: 0px; background-image: none; border-bottom-width: 0px; padding-top: 0px; padding-left: 0px; display: inline; padding-right: 0px; border-top-width: 0px" border="0" alt="20150701_214212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR1dF0XVK6Q0KJBLKE7gsJozKdVUtPljX_maYPbiCHhIdQDLeiXD2k7F3SGCOZo7NMiHucIApbuTXExZ22NA3-cvCnA1OLbjquKXBOJxCFEreaRQXrZRzPRCUsFPrcJ97Ec3mjeWAYN20/?imgmax=800" width="624" height="353"></a></p> <p>I still need some wood and electrical work:</p> <ul> <li>Design and mill a new stop lever to hide an extra weight I added, now is a piece of rod glued to the lever <li>Finish retouch in some places <li>Make the final circuit and hide it inside the clock base</li></ul> <p>Now I am adjusting the Arduino program to obtain the precision. </p> <p>Here is a short video of the clock and some function details:</p><iframe height="315" src="https://www.youtube.com/embed/ttnpHXtjTlo" frameborder="0" width="560" allowfullscreen></iframe> <p>This video was taken at night with no noise and the only sound was the tick tock of the clock.</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-82431816383451162102015-07-02T15:31:00.001-07:002015-07-05T09:31:03.410-07:00New chuck for my lathe<p>Finally after a long wait trying to find an excuse to buy an accessory to for my small wood lathe that is more expensive than the lathe itself I got it!! </p> <p>Got some reward cash back in a credit card and without thinking it twice I bought it.</p> <p>Here is my new Barracuda Wood Lathe Chuck System that is a nice self centering chuck with a lot of accessories:</p> <p> </p> <p><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZp2Psj6d6C1dDrXAlpvnPftKhXK4oeW7_tgJeR7AqLy0_WNKEi7Q8hYRkp44j57Ait4e2L_Hn3NvZkiPWzmLJYrazFppSEyQorTDvk4xQvbf2A6dW-BXE7qDLTGo-Jww6WZgDcq4chRE/w538-h955-no/" width="225" height="400"><img src="http://ecx.images-amazon.com/images/I/41GN5CZ1BXL.jpg" width="300" height="300"></p> <p>I just made a very small piece for my Pythagoras clock and now my I feel and understand the importance of a good chuck. I have several projects in mid with the lathe after I finish with my clock.</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-83519553540281167142015-06-21T02:38:00.001-07:002015-06-24T07:51:42.831-07:00Pythagoras Clock part VII (Tick Tock)Yesterday night I worked with the electronics and a little bit of programing. The Pythagoras mechanism is making tic tock for the first time.<br />
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Here is a video of the first tick tock:<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/YgPhChh6zCM" width="560"></iframe> <br />
<br />
I learned a lot of things:<br />
<ul>
<li>I used a simple fade up / fade down routine but the response of the solenoid is not linear with the voltage </li>
<li>I need to work on the mechanism: <ul>
<li>Add weigh to the stopper lever </li>
<li>Polish the surface of the escapement wheel’s teeth in contact with the pull lever as in some positions it get stock when returning </li>
<li>polish the arbor of the escapement wheel and reduce the play as it is too loose in the arbor and some times it touches the third wheel. I placed some washers but I thin I will need to mill a new escapement. </li>
<li>Polish the rest of the arbors and teeth of all the wheels</li>
</ul>
</li>
</ul>
This is a lot of work pending that will be done after I return from my business trip and find some time.<br />
<br />
I made some provisional fixes and modified the program non linear analog output to smooth the solenoid action and added some weight to the stopper and the results were promising:<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/97U1OGblW-U" width="560"></iframe> <br />
<br />
I am very exited with this project this will be a fantastic clock!Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-6310532795919792472015-06-18T19:53:00.001-07:002015-07-02T15:36:43.282-07:00Pythagoras clock part VI (Wheels ready)Today after work I worked in my garage to finish all the rest of the wheels in the CNC router: The hours wheel, the intermediate wheel. the intermediate pinion. <br />
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I also worked a little in the lathe to make the small cannon. I could not wait to see all assembled in the frame and the result is stunning <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv39JT-vPj1Zud6-FF4PM2eBFQIKfxxHQsFru6cenv-ComlCDg7J8FfqlQgHnvJNsFxJWshcpksX8FgDlbdAVqQRojpPc9-gpqJj9YQ8M0cIKQwuw4prI0U73e0bQ5JSpZim6rhP8TYZU/s1600-h/2015-06-18%25252022.08.24%25255B8%25255D.jpg"><img alt="2015-06-18 22.08.24" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixxDdXQO3tNXq-hC2Ezf6xylaCDE6x58EdqT8ecASB9Lfjjo_oCQNWlee9bgC5UtlwwYdLWsqj8Ys1dUTT-XpJ7DTOYlhx1O7o7grsk8aSiqoCoK0nboqgvGcRUmu4RsaW1DIGNuqD6WE/?imgmax=800" height="353" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-18 22.08.24" width="624" /></a><br />
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This is a close up of the cannon spacer. Still need to make the hole for the fastener:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4HFlgGo256WnN88E4UKJnc7AUFZ-0w5UGQ3sgJMlXWRtsaMGxzvne7EF35GH-FFkTjiKDuoacpE_eEdFaVeED1RpzfKAW6UfndBdupocAgcHodbl5kMUVwia7Su_P5qPoIseZhds6HRI/s1600-h/2015-06-18%25252022.05.32%25255B7%25255D.jpg"><img alt="2015-06-18 22.05.32" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK9JLNNT9f6YhjVWGU69TbieOhIkClINrt4EsO4I8MbqOf7TZ4WucPJ7nFlvYfLKeKLELuJRt976ldIOUCBQ7vIa7GQf2tvtd1Dpq3C6Vn5qV5mm9t9aqCXozr_p9Cd64EumGhlgO49WU/?imgmax=800" height="404" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-18 22.05.32" width="228" /></a><br />
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And this is a close up of the Intermediate wheel, the spacer and the intermediate pinion:<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKQ6TS5GbgdZPlduY8mJPeTZZGkHbYJQ9JswrTVsNBJW7EHhTd0O1wKZsndo8Q-TSk3PpH52FrzQbTFtu1Kg9SQGZn0kLMCjfS3mSgUJxt13FRBTnudhBi1o-R0eAgW_bNk-wzc9MRavw/s1600-h/2015-06-18%25252022.05.46%25255B7%25255D.jpg"><img alt="2015-06-18 22.05.46" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Lshmnpf7foE6JAtzYpJzclmmDgvXMClkaa0aC5sYUnHFwBXDxlag7OtQq3eBAIPifcT6G5_bMteG-BroXpJqH61yBKG-KB2lHqo6foNE_vSBIj3u7NJhyphenhyphenipTgWwKRYTS4z_L5V-HnZE/?imgmax=800" height="404" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-18 22.05.46" width="314" /></a><br />
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I am really happy that everything fitted perfectly and all the wheel turns with almost no blockage. Anyway I need to disassemble all the clock to make all the wood finishing work and polish all the arbors.<br />
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Now I will not be able to go back to my garage for the next 10 days due to business travel.<br />
<br />
Next step will be the electrical assemble an testing testing Everything arrived today so the only thing I need is time…Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-89038951734027298122015-06-16T21:22:00.001-07:002015-06-16T21:22:42.329-07:00Pythagoras clock part V (Center wheel and cannon pinion)<p>Today I was very busy at work and when I finished I could not disconnect my brain from work so against my plans I went to the garage and made a couple more of wheels.</p> <p>Now my Pythagoras clock has al the gears to count minutes <img class="wlEmoticon wlEmoticon-smile" style="border-top-style: none; border-bottom-style: none; border-right-style: none; border-left-style: none" alt="Smile" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHWiiLbIx511jYJP2vpVKXTXmGx8BmdDTnrBIU-t7TzahV2v1IAOpFwEcAmrv6cjUB1u2zL7HZOgcnDiyEJ1dzuAm0Gp9lYYcvs5s2AIQ8wu2tFTjlU94_JfDzhlNdTcT818ElJZumZBU/?imgmax=800"> </p> <p> </p> <p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKnB2b8TtwpHaBHJ8MPOBD31t6XcsuHXIN6HFyWijTvdGLHSq7GvXmPPwfntNvv9dReNpIVsnt0Vy4Tc2lBy_O8on6fdwPnR8QItiN5zqZscFMerGYe1oN1H1ceDdAlhLy857hN5vafww/s1600-h/2015-06-16%25252023.17.00%25255B11%25255D.jpg"><img title="2015-06-16 23.17.00" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="2015-06-16 23.17.00" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghuBu9SNLtQPNjxFzvkh9W2AfteRjJBqhsQ9KU_b_CUJ33_7nQ1xvg8Pxyk21VI3NnLyPNdPIF2OiCx2dDlZGjRSDR7h9FSDr_id5I72Q-SyRmnp3tLW_4mNlfEtWGM1N719Q2jtY_r8w/?imgmax=800" width="624" height="353"></a></p> <p> </p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiKDPywL9pIi-_gmE_jwoOkUUkGadVtnPE8syb9nbfdxDiC6p7ASYF2di69ZZPMm-mbVlDZPZNeJ3YgmAT44RhyMnsTa9t2r7Z7MlTgQA9HALI6D-BTJ7xLPMfQPFUA-MfXOkpNqyQous/s1600-h/2015-06-16%25252023.17.13%25255B13%25255D.jpg"><img title="2015-06-16 23.17.13" style="border-top: 0px; border-right: 0px; background-image: none; border-bottom: 0px; padding-top: 0px; padding-left: 0px; border-left: 0px; display: inline; padding-right: 0px" border="0" alt="2015-06-16 23.17.13" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFVwb6aE-9snwt3zGoZcZRO_u_Pb9JtNukaNbDpozph4M9IMceXtZ4eEWGBkp2NsaqoF6v0HbU56Du-_PaEwIf5g25ah4xGmTnboz3AEHi3vAhYZpimy_ljfGhAgsFHYvz3P1uizjBHIc/?imgmax=800" width="624" height="353"></a> <p>Tomorrow I will be on the road for business trip but I want to finish all the wheels this week as next week I will be traveling again and wont be able to work in the clock</p> Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-35074739550760994192015-06-15T12:07:00.001-07:002015-06-15T18:47:37.252-07:00Pythagoras clock part IV (The third Wheel)Yesterday I finished the third wheel and the pinion and made some tests of the escapement system using a manual push button.<br />
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I am very happy with my .0625” 2 flute bit. I really makes a a good work and at reasonable speed. It would be impossible make these tiny parts without it.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwiRiP8MKg81Do4NtzvU9ibCYm9V37t8_jxOCMYsTmldN_GrHvheNRWGhw3XcQgXmn8Ek35zAz9uzvDfyWXdpKwnpTjR7OCgW9ocPzH8NOkEleQyceAlrIfvAxKSZacKmfNBhY5rk5djI/s1600-h/2015-06-14%25252018.36.37%25255B4%25255D.jpg"><img alt="2015-06-14 18.36.37" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1AE5vFKps92tEHl40lpy2quJYsnuPu0HRmqdyQiJz3bNvLuQwXhlbHDClglhP8YFQ9iiui3UKzSNrSG5ChSke2FrZL9oi_UiQa7Aat-p1oslZwNQgPd1T4wEWlpfSvhYgT3WaV2zfVn8/?imgmax=800" height="173" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-14 18.36.37" width="304" /></a><br />
I also made the spacers and stoppers. I made a jig for my drill press and now I can make a perfect centered hole in wood rods<br />
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This is how Pythagoras looks with its 3rd wheel installed:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg40V1G-Aj95o3tZu4hp4lDKDvZ5eG5Tg97kx1reevx5Y1G15SBklf3W9tVtoYoJ-7VjDcMjRveZZManZJP3MebaRS5zkP-z8ou3yt46eZXz00w3H5ceUb1qd_eI5ToUgj5iTW10MFo0Xk/s1600-h/2015-06-14%25252022.55.23%25255B9%25255D.jpg"><img alt="2015-06-14 22.55.23" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv7M1xxZng3DJu8aujrUrAcPSLzf0cA3-dDVES2ySk4HGLGVCtCTDZlKqP6-SZbiNoYu0anKxD21vfDDGTSK3Vy8Jj558quyMc7fG54cb7S7N_QSrgjtLtEgyJMVUtd3Snko098xEVDgU/?imgmax=800" height="404" style="background-image: none; border-bottom: 0px; border-left: 0px; border-right: 0px; border-top: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-14 22.55.23" width="504" /></a><br />
I tested the escapement with a 5 VDC power supply and a push button but the solenoid engages really fast and the lever pushes so fast that wheel advances several teeth. I need to modulate the the motion. <br />
I have a test program already written fir the Arduino but I need a power transistor to handle +1 ampere of the solenoid. <br />
<br />
Unfortunately with Radioshack out of business now I need to buy the parts online… I will save a lot as Radioshack was expensive but it was very handy and near home. Now I have to wait a couple of days (thanks to Amazon Prime) to get my parts!Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0tag:blogger.com,1999:blog-7158765517111195405.post-51450329498587495932015-06-13T05:33:00.001-07:002015-06-14T02:51:12.175-07:00Pythagoras clock part IIIMany things have happened since my last post! <br />
I made the frame 2 times more as I was not very happy with the first one. First the mistake in the holes and second the feed rates and speeds. <br />
<br />
Wood is not easy and with end mills bits that in general are not designed for wood there is a lot of trial an errors. Searching in the Internet did not help a lot until a found a very good software with the most important characteristics:<br />
<ul>
<li>Full of data including wood feed and speed calculations </li>
<li>Easy to use </li>
<li>Inexpensive!</li>
</ul>
The software is <a href="http://www.cnccookbook.com/GWCTour.html">G-Wizard Calculator</a> and I should say that any hobbyist with a CNC should use this software. Since I started to use de G-Wizard No more broken bits and 200% quality and milling speed improvement. I really recommend the G-Wizard!<br />
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This is a print screen of the speed/feeds window of this great software:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjAkDyEI3K5Y9EVpcr3Ki7wQJFRp7gFyzII8YgO0-BF7I2fk49toqYAhP-Lelwtgcd9uEAqRpXN9wmscjrDTfsQ03mynXXGomVvg5z32K3IruAdYUMBc6ByGaZE0jpnOIIIAnofO-JWRU/s1600-h/image%25255B2%25255D.png"><img alt="image" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinY-8rme-zqLJ2-iPBugHzPFcaDbhyphenhyphenzx9Tn2iBgeUNRwbY2kycziq3lO3dtWtfBc6t8jZjqynOz1G8IQX7e0a1YaG-BFFeBfmiAHArPhUdXVzPz-Z5qL2MLvIDfZHZE35EsdKk1uck8_Q/?imgmax=800" height="287" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; margin: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="image" width="304" /></a><br />
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This is the final frame with the quality and speed I like:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Dz7l9Nkg2t3oI7iycRaM4QAW7xq6jX_It5V2sICNebWmMNp24uidTLcPvEofm3fjiXrEnGq_ewS6BPQaBAMrFymHEoFFB_Mn0jahB72AnlaQ48JnfbGhG45yiszSGO6PZGFuGW-T8xc/s1600-h/2015-06-11%25252020.20.50%25255B3%25255D.jpg"><img alt="2015-06-11 20.20.50" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2BJ9Z1cYsIVL7RjVpDyYBInrgslAumkkHecuAFWgrRS_02cKW4kdlCMnkjIui_kqquev2RnCXaCa-W6MZRt4mKTZWy7k5BnCXxRBCsgMVjXGBEavmbhQdUHsCnFct52p2QZoN8ZzNCcM/?imgmax=800" height="173" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-11 20.20.50" width="304" /></a><br />
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Below the CNC milling the base:<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxMc2irUeOGdrstPD4BdlqcsKpa8l0kPdgWBNs7GINrffW7ujZLAWLl8vX_l7HSisqGkEKnLbS79sQWvKNemqlCpFkBI_LfnRiTQfwB0kirL68rg_yT4D9Y-8BOOfuFOFE_tkbkBooXLI/s1600-h/2015-06-09%25252023.06.15%25255B3%25255D.jpg"><img alt="2015-06-09 23.06.15" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirNjn1xi8ACyjd2CUQ-q7T9khDCEjqFeZF0HrRqAuPnHztlHmsQzpj3hdgx5gPfr6eu6l1Fg7wNQfD_eY6Qbk0YHlauWqy_iAPY9SjDZbuePKlUCMT15Pf8nA5pIIuqps3rs6cEHbpW_0/?imgmax=800" height="304" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-09 23.06.15" width="173" /></a> <br />
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The base and the frame looks really nice!!! <img alt="In love" class="wlEmoticon wlEmoticon-Inlove" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjawXXWUfT3Q7g6T196jPRBEh5xK98oDfVRqsiDfPh_Ysm1Z8__kFy7Mtv6HU02uvhuPW_9tew-PKqFl-aOYSZvDWpyko7ZeKURZz1vxUyqXUVQFet9kAgPJa7j1uy3mZmUBc1M1K7n47k/?imgmax=800" style="border-bottom-style: none; border-left-style: none; border-right-style: none; border-top-style: none;" /><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBu6n9KiylKuUvl1qhtmBzSB075QhFERc-NH0Ueg8Qsr6gvh_9uCuic2CVDuOPgGNXHgC7jSmwq_nrFerCdEiwGPGAf2RBuCyrzs_2NppvXGer-1qi0K06PSDjDkg6vPGHUl5Rxpux-Z0/s1600-h/2015-06-11%25252020.20.27%25255B3%25255D.jpg"><img alt="2015-06-11 20.20.27" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHYf-H4uw3xKPFAQTe4rb7JepwYHXv9KJWANvrkr0ubp0ovWS-GZPuX-k4ZAREzO5aHp2Mz1QGSW_7oBs3JorY7m8pwFXDPuZnWdyUwuuePz-tQ8Dmim43ZajMTlA1MEcZVT4McnSCYAU/?imgmax=800" height="304" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-11 20.20.27" width="173" /></a><br />
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And with the help of the G-Wizard I found the right speed and feed rate for a new .0625” 2 Flute end mill bit to make all these small parts and gears from the escapement with precision and quality:<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/ynlLv3cD1hI" width="560"></iframe><br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD00B2SO4KSaeOMiV-BjeYxLXrn36KQc-c-hSn_Pmw7o-m4rVjC8-rvN4OnCNDd6PySde4dYV7G7Go4Y-ZzG9mUSWYmQhn66l0wuDF2WEA-w-12ZRBRsPcTjElLZLESfBQfv9ObMp1xPs/s1600-h/2015-06-12%25252010.59.42%25255B2%25255D.jpg"><img alt="2015-06-12 10.59.42" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pRJYvxtPOIT5rQUFCZt2aOwv29I8bJattwV5ctQ-KxA1_Z4r3RrpM8bjquXaKXNH55-eYfO1R4LLoVazKHkRBHrEnAv1EeYTxiPqlOgC0g3sHVrMaL4VPo4EHogUg_j48hhgRJSzgLA/?imgmax=800" height="173" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-12 10.59.42" width="304" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFbYICsBlnOy4LlRYZTcwZ2EmnzmTdcBryp11AYfsESzGkRP91NCcjL5rg-pcMc7q46PAAOOFaZBz07Cuk-qOrdnfBmvqAkb1juoreyxEDXUtE_pzDtTj-K3YBtZqnRMy_K3jj5s0GnY0/s1600-h/2015-06-12%25252012.47.40%25255B3%25255D.jpg"><img alt="2015-06-12 12.47.40" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn8gvKtmULrPJV_v5Js0IaTG7tL9LwA-IOBmAZtX5IL5-TGMkTTtxKsaZMIXt6xDSGQJWuBjR5A_6_QFRw62q2QYRcVlY5r5ZXsCWG1vmMZSq_K7X8qMCE71eXwLin7KUl27uptiOdgqk/?imgmax=800" height="173" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-12 12.47.40" width="304" /></a><br />
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I used one of the bad frames to test the escapement system and it looks beautiful even with the unfinished wood!<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk3er6d3VmW8gz0Lp97afR0od9wl13fKJNP1zSZV2g7Atitru0xITbTtHSVYW45ieAbRWGUcjU_kiq2J99HGUQSSkX0He96DbFv92kH9m3h5AfZCqihQyJP_rCDgRWBz616nuOCQ6DAOc/s1600-h/2015-06-12%25252018.09.32%25255B12%25255D.jpg"><img alt="2015-06-12 18.09.32" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIgl6GUIXl6DOzAglaOsEZXADsU-Qe-_k-qUgZ0LfiVRicAIgEjkNC7Jxu-DDEothTCTJAI4UkZBhDEvIo6abky96wZDlwzprKa6ImbH1-1UfJhe30S8z-xKQEgs7qU2WlWnmYWOasUUQ/?imgmax=800" height="353" style="background-image: none; border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px; display: inline; padding-left: 0px; padding-right: 0px; padding-top: 0px;" title="2015-06-12 18.09.32" width="624" /></a><br />
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Instead of winding and making a homemade solenoid I bought this one in Amazon. It gives a very professional look to the clock..<br />
This is the link: <a href="http://www.amazon.com/gp/product/B0094FP3TK?psc=1&redirect=true&ref_=oh_aui_detailpage_o04_s00" title="http://www.amazon.com/gp/product/B0094FP3TK?psc=1&redirect=true&ref_=oh_aui_detailpage_o04_s00">http://www.amazon.com/gp/product/B0094FP3TK?psc=1&redirect=true&ref_=oh_aui_detailpage_o04_s00</a><br />
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Next step is to write the program for the Arduino Nano to activate the solenoid exactly each to seconds. One thing I will use is a pulse modulated output to control the speed for solenoid to make a controlled engage and disengage. In this way this clock will be both very precise and quiet. <br />
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<strong><span style="font-size: large;">Pythagoras will be a very nice night table clock! </span></strong>Carloshttp://www.blogger.com/profile/07945133364545974039noreply@blogger.com0