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	<title>The Aspiring Roboticist</title>
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	<description>Notes from a computer and robotics hobbyist</description>
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		<title>Recommended: Udacity&#8217;s CS373: Programming a Robotic Vehicle</title>
		<link>http://www.mcgurrin.com/robots/?p=103</link>
		<comments>http://www.mcgurrin.com/robots/?p=103#comments</comments>
		<pubDate>Tue, 10 Apr 2012 04:01:31 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=103</guid>
		<description><![CDATA[I haven&#8217;t posted recently because I haven&#8217;t had time to mess with my robots.  Instead, my free time has been taken up with learning more theory, via Udacity&#8217;s free 7-week class.  There will be a new session starting next month, and I highly recommend that you check it out. The class gives a broad but [...]]]></description>
			<content:encoded><![CDATA[<p>I haven&#8217;t posted recently because I haven&#8217;t had time to mess with my robots.  Instead, my free time has been taken up with learning more theory, via <a href="http://www.udacity.com/">Udacity&#8217;s free 7-week class</a>.  There will be a new session starting next month, and I highly recommend that you check it out.</p>
<p>The class gives a broad but hands-on introduction to key robotic concepts and algorithms.  It covered localization,  filtering (monte-carlo, Kalman, and particle filters), pathfinding (intro to A*, dynamic programming, etc.), PID (Proportional Integrated Differential) control, and something called graph SLAM (Simultaneous Localization and Mapping). If you&#8217;re already well-versed in one or more of these, you probably won&#8217;t learn anything new on that subject, but if you&#8217;ve only a passing or no familiarity, the course is great.</p>
<p>The format for Udacity&#8217;s courses is what really stands out: short 5-10 minute videos with a question or short programming assignment at the end.  It&#8217;s a slightly higher tech Khan academy: mostly an electronic whiteboard and pen, but some videos from Google&#8217;s autonomous vehicle and the DARPA challenge.  The programming is done in python and submitted directly from the web page (although I recommend an IDE for the weekly homework programming).</p>
<p>Beyond the robotics course, I think this is starting on the path to the future of college education.  I think it&#8217;s much like newspapers and the print Encyclopaedia Britannica.   They have valuable features that the online experience can&#8217;t duplicate, but the cost differential is just too great to sustain the old model.  When you can offer a college level course to thousands of students at once, on-line, and crowd-source support to partially make up for the lack of direct, 1 on 1 help, it&#8217;s hard to imagine that, in 10-30 years, this won&#8217;t be the future of a college degree.  Now, it&#8217;s not there yet.  This was a beta run, and the numerous glitches and automated grading problems made that abundantly clear.  In addition, there&#8217;s a lot to work out, especially for non-tech courses.  But, compared to $10-$50K per year for a college resident degree?  I think I may have seen the future of education.</p>
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		<title>Two items of interest: Legos in a research lab and DARPA Challenge video</title>
		<link>http://www.mcgurrin.com/robots/?p=99</link>
		<comments>http://www.mcgurrin.com/robots/?p=99#comments</comments>
		<pubDate>Thu, 15 Mar 2012 03:01:43 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

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		<description><![CDATA[Make Magazine&#8217;s blog had an interesting item on how researchers in the U.K. have automated a long, repetitive process by using Lego Mindstorms NXT robots. The researchers are working on automated bones, and building up the material involves repeatedly dunking the substrate in various liquids in a certain order.  Rather than buy expensive equipment dedicated [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://blog.makezine.com/2012/03/14/lego-robots-used-to-build-artificial-bone/">Make Magazine&#8217;s blog</a> had an interesting item on how researchers in the U.K. have automated a long, repetitive process by using Lego Mindstorms NXT robots. The researchers are working on automated bones, and building up the material involves repeatedly dunking the substrate in various liquids in a certain order.  Rather than buy expensive equipment dedicated to this application, they put some Mindstorms robots together and programmed them.</p>
<p>A second item of interest comes from <a href="http://www.udacity.com/">Udacity&#8217;s </a><a href="http://www.udacity.com/overview/Course/cs373">Programming a Robotic Car</a> course.  The course is in beta (as are all their courses) and still has some rough edges (e.g., in the automated grading of programming homework), but the course is fascinating and well-taught.  I find it to be good value for the time committed and the courses are free.  In any event, there&#8217;s an interesting <a href="http://www.youtube.com/watch?feature=player_embedded&amp;v=qXZt-B7iUyw">video</a> showing a visualization one of the cars in the DARPA challenge detecting the barriers in the maze it&#8217;s in and using it&#8217;s A* pathfinding algorithm to determine its path.  The video also shows the car dealing with a complete roadblock and parking itself.</p>
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		<title>An Open HW/SW API for Your Car</title>
		<link>http://www.mcgurrin.com/robots/?p=93</link>
		<comments>http://www.mcgurrin.com/robots/?p=93#comments</comments>
		<pubDate>Sat, 25 Feb 2012 02:33:27 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Arduino]]></category>
		<category><![CDATA[cars]]></category>
		<category><![CDATA[OBD-II]]></category>
		<category><![CDATA[OpenXC]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=93</guid>
		<description><![CDATA[Today&#8217;s post is a bit of a diversion, but I think it will be of interest to almost everyone interested in hobby robotics.  Rather than about robotic vehicles, it&#8217;s about a new system in development that will let us develop our own apps based on data from the full-sized car you drive around in.  About [...]]]></description>
			<content:encoded><![CDATA[<p>Today&#8217;s post is a bit of a diversion, but I think it will be of interest to almost everyone interested in hobby robotics.  Rather than about robotic vehicles, it&#8217;s about a new system in development that will let us develop our own apps based on data from the full-sized car you drive around in.  About 5 years ago in my day job, I argued the future of in-vehicle electronics would include an automaker supported read-only interface to the data bus, available to third party developers to build upon.  Many auto company engineers I worked with stated this would never happen and never be supported.  Well, for some car companies, #define  NEVER  5</p>
<p><strong>Introduction</strong></p>
<p>&#8220;Many companies are already offering tools to hook into the driver&#8217;s interface, but for the most part they have limited availability for hobbyists and developers. What if the system was designed from the ground up to be open source and to give insight into the vehicle itself?&#8221;  This sounds like a Maker&#8217;s daydream, but it&#8217;s about to be reality, at least for Ford owners.  <a href="http://www.ford.com">Ford Motor Company</a> and <a href="http://www.buglabs.net/">Bug Labs</a> have teamed up to produce the <a href="http://openxcplatform.com/">OpenXC Platform</a>, now in limited beta testing.</p>
<p>This will provide read-only access via USB to many vehicle parameters in real-time, allowing developers, including hobbyists, to write applications running on whatever hardware they choose to interface.  The system is currently in limited beta testing.  According to press reports, beta testers include the University of Michigan, MIT, Stanford, Weather Underground, and India’s HCL <a>Technologies.</a></p>
<p><strong>Background</strong></p>
<p>All modern cars use a data bus, the <a href="http://en.wikipedia.org/wiki/CAN_bus">CAN bus</a>, for exchanging information between the various electronic controller modules and other devices found on today&#8217;s cars.  One device on the bus provides a port for accessing the bus.  It is often found somewhere near the driver under the dashboard.  This On Board Diagnostics II (<a href="http://en.wikipedia.org/wiki/Obd-ii#OBD-II">OBD-II</a>) port is required by law, as it is used to check for proper operation of air pollution control equipment.    However, once it was required, automakers began using it as a general diagnostics port.  There are <a href="http://en.wikipedia.org/wiki/OBD-II_PIDs">standard codes</a> for much of the data, however automakers are not required to support most of these codes, and also typically add proprietary codes. The codes and their availability also vary by model and model year.</p>
<p><strong>the OpenXC Platform</strong></p>
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" alt="" width="259" height="197" />Based on my reading of the project's <a href="http://openxcplatform.com/">website</a>,  the project provides a read-only interface (called the CAN translator module) that takes data from the OBD-II port, translates it into non-proprietary codes, and makes it available over a USB port.  Apparently the hardware in the reference implementation uses a <a href="http://www.digilentinc.com/Products/Detail.cfm?Prod=CHIPKIT-MAX32">ChipKit board</a>, which uses a PIC microcontroller but can run Arduino code, along with a network shield.   They state that the initial testers have access to the C code, but I'm wondering if it will be released to hobbyists, as it may give insights into Ford's proprietary codes (they imply as much, stating that automakers might just supply compiled code).  You can plug whatever you want into the USB port, but they are developing a reference implementation built around an Android tablet computer.</p>
<p>While there are over 100 data elements available from the OBD-II, they are starting with support for just a subset, which can be found on the project's <a href="http://openxcplatform.com/developers/vehicle-interface/translation-specs.html">Signal Translation Specification </a>page.  They include:</p>
<ul>
<li>steering wheel angle</li>
<li>engine_speed (RPM)</li>
<li>vehicle speed</li>
<li>accelerator pedal position</li>
<li>brake pedal status</li>
<li>odometer</li>
<li>fuel level</li>
<li>fuel consumed since restart</li>
<li>windshield wiper status</li>
<li>latitude and longitude (presumably only for GPS-equipped vehicles)</li>
</ul>
<p>As I mentioned above, codes vary by make, model, and year.  Currently, the system is said to support Ford 2011/2012 Focus, 2012 Mustang, 2012 Fiesta, and 2011 Figo.  While limited to Fords at present, they hope that this becomes a broader de facto standard.</p>
<p>I think this is a taste of exciting things to come, and I'd love to get my hands on a developer kit.</p>
<p>Picture from http://openxcplatform.com/developers/vehicle-interface/assembly.html,  used under Creative Commons Attribution 3.0 License.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mcgurrin.com/robots/?feed=rss2&#038;p=93</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Measurement Precision versus Control Precision</title>
		<link>http://www.mcgurrin.com/robots/?p=88</link>
		<comments>http://www.mcgurrin.com/robots/?p=88#comments</comments>
		<pubDate>Mon, 20 Feb 2012 04:19:46 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Arduino]]></category>
		<category><![CDATA[dead reckoning]]></category>
		<category><![CDATA[odometry]]></category>
		<category><![CDATA[positioning]]></category>
		<category><![CDATA[robots]]></category>
		<category><![CDATA[wheel encoders]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=88</guid>
		<description><![CDATA[Spent some time today chasing down a problem that&#8217;s probably obvious to experienced developers, but it wasn&#8217;t to me, and I&#8217;ll guess to other newcomers.  There&#8217;s obviously a limit to both the position and heading precision that can be obtained purely through odometry based on wheel encoders.  For distance traveled in a short delta of [...]]]></description>
			<content:encoded><![CDATA[<p>Spent some time today chasing down a problem that&#8217;s probably obvious to experienced developers, but it wasn&#8217;t to me, and I&#8217;ll guess to other newcomers.  There&#8217;s obviously a limit to both the position and heading precision that can be obtained purely through odometry based on wheel encoders.  For distance traveled in a short delta of time, the precision is a function of the smallest fraction of wheel rotation you can measure and the wheel diameter.  For heading, it&#8217;s also a function of the wheelbase (the distance between the wheels on each side).  The heading precision tends to be much poorer than the distance.   For example, if I can measure 1/8th of a revolution of a 1&#8243; diameter wheel, I can measure increments of 1/8 x pi x 1 = 0.39 inches.  If the wheelbase is 4 inches, and I&#8217;m using tank style steering, then the smallest heading increment I can measure is pi * ( 1/8 * 1) / 4 = 0.098 radians or about 5.6 degrees.  That lack of precision is one factor in the errors that can build up very quickly when making a number of turns.  (Slippage can also be a major contributor to the error).   [The Using Dead Reckoning section in <a href="http://www.ridgesoft.com/articles/trackingposition/TrackingPosition.pdf">Enabling Your Robot to Keep Track of It's Position</a> from Ridgesoft has a good explanation of this]</p>
<p>When trying to use dead reckoning to turn, you typically can&#8217;t get the measured heading to exactly match the desired heading due to these precision limits, so you have to set a window defining &#8220;close enough.&#8221;  So far, so good.  In my case, I&#8217;m using interrupts to count clicks on each of two wheel encoders, so I could be sure not to miss a unit.  All was working well.  In tests, I&#8217;d see 0 or 1 click of the encoder on each wheel each time my Arduino code executed the main loop and updated the position and heading.  I set my &#8220;close enough&#8221; threshold accordingly.  Then I added doubled the resolution on the encoders and added a lot of serial.print() commands when in debugging mode.  Suddenly my formally working robot, which now had more precise navigation, would go haywire.  It would often work fine, but at other times it would spin around in multiple circles when turning to the next waypoint or avoiding an obstacle.</p>
<p>It took a lot of debugging to figure out the problem. With interrupts now occurring with twice the frequency, and the execution loop slowing down due to numerous serial print statements, there were often 3-4 encoder clicks per update.   This meant that the robot was sometimes turning 4x more than the maximum precision of my measurements between execution of the appropriate code in the main loop.  Therefore it would sometimes, by luck, hit within the good enough window when turning, but other times it would be below the window on one pass and above it the next, and therefore keep turning and turning until by luck it hit within the window.  My <em><strong>control precision</strong></em> was only 1/4 of my <em><strong>measurement precision</strong></em>.</p>
<p>I&#8217;ve done three things to adjust:</p>
<ol>
<li>Ensure that don&#8217;t have the debugging serial.print() statements in except when doing a &#8220;bench test.&#8221;  (see the use of the #if preprocessor directive if you&#8217;re new to C or Arduino programming).  That speeds up loop execution.</li>
<li>Slow down the turning speed of the robot.  By turning slower I can get the control precision to more closely match the measurement precision.</li>
<li>Relax the window slightly, making control a bit sloppier, but ensuring I don&#8217;t miss the window if adjustments 1 and 2 weren&#8217;t sufficient.</li>
</ol>
]]></content:encoded>
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		</item>
		<item>
		<title>The Coming World of 3D Printing</title>
		<link>http://www.mcgurrin.com/robots/?p=78</link>
		<comments>http://www.mcgurrin.com/robots/?p=78#comments</comments>
		<pubDate>Thu, 09 Feb 2012 02:56:18 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[3D printers]]></category>
		<category><![CDATA[Cory Doctorow]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=78</guid>
		<description><![CDATA[Within a decade or two, 3D printers may do for physical objects what digitization did for books, movies, and music.  Another phase of the revolution is coming, with the digital world moving more into the physical.  Along one front there&#8217;s the Internet of Things, as physical objects become &#8220;smart&#8221; and linked to the Internet.  At [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" style="margin: 0px 5px;" 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" alt="Cube 3D Printer" width="100" height="153" />Within a decade or two, 3D printers may do for physical objects what digitization did for books, movies, and music.  Another phase of the revolution is coming, with the digital world moving more into the physical.  Along one front there&#8217;s the<a href="http://www.mckinseyquarterly.com/The_Internet_of_Things_2538"> Internet of Things</a>, as physical objects become &#8220;smart&#8221; and linked to the Internet.  At the other front there&#8217;s digital home printing of physical 3D objects, from jewelry to replacement parts, and even candy sculptures.</p>
<p>3D printers are starting to get some mainstream media attention, including <a href="http://gizmodo.com/5810275/watch-stephen-colbert-meet-his-makerbot-doppelgangers">an appearance on the Colbert Report</a> and a recent <a href="http://www.abc.net.au/unleashed/3816180.html">ABC News article</a>. Like computers before them, they&#8217;ve already broken out of the business world and are moving into the consumer market.  I&#8217;d say we&#8217;re now moving past the early Altair phase and about to enter the Apple II explosion.  MakerBot is on their 3rd generation with their new <a href="http://store.makerbot.com/replicator-404.html">Replicator.</a>  Meanwhile the competition for the home market is heating up, with competitors like the <a href="http://cubify.com/cube/">Cube</a> and the larger, but still rather pricey <a href="http://www.bitsfrombytes.com/catalog/3dtouch">3D Touch</a>.  Meanwhile the<a href="http://icreate.rolanddg.com/iModela/Global/English/index.html/"> iModela</a> takes a different approach.  It&#8217;s a desktop CNC milling machine rather than an additive printer.   Except for the 3D Touch, the prices aren&#8217;t that far away from the $1298 that the original Apple II would have set you back when it was introduced, WITHOUT adjusting for inflation.</p>
<p>Make no mistake, this won&#8217;t be a passing fad.  Like a lot of technology, it may take a bit longer to get established than the hype would suggest, but its going to happen.  Stories are often a much better way to make a point than facts and figures, and thanks to Cory Doctorow&#8217;s ability to write and willingness to release his material under a Creative Commons license, there&#8217;s a great 1-page story on the disruption these things are going to cause (there&#8217;s also an <a href="http://www.mediafire.com/?hymhqtzzjyt">audio version</a>):</p>
<p><strong><a href="http://craphound.com/?p=573">Printcrime</a></strong> by Cory Doctorow</p>
<p>(Originally published in Nature Magazine, January 2006)</p>
<p>The coppers smashed my father’s printer when I was eight. I remember the hot, cling-film-in-a-microwave smell of it, and Da’s look of ferocious concentration as he filled it with fresh goop, and the warm, fresh-baked feel of the objects that came out of it.</p>
<p>The coppers came through the door with truncheons swinging, one of them reciting the terms of the warrant through a bullhorn. One of Da’s customers had shopped him. The ipolice paid in high-grade pharmaceuticals — performance enhancers, memory supplements, metabolic boosters. The kind of thing that cost a fortune over the counter; the kind of thing you could print at home, if you didn’t mind the risk of having your kitchen filled with a sudden crush of big, beefy bodies, hard truncheons whistling through the air, smashing anyone and anything that got in the way.</p>
<p>They destroyed grandma’s trunk, the one she’d brought from the old country. They smashed our little refrigerator and the purifier unit over the window. My tweetybird escaped death by hiding in a corner of his cage as a big, booted foot crushed most of it into a sad tangle of printer-wire.</p>
<p>Da. What they did to him. When he was done, he looked like he’d been brawling with an entire rugby side. They brought him out the door and let the newsies get a good look at him as they tossed him in the car, while a spokesman told the world that my Da’s organized-crime bootlegging operation had been responsible for at least twenty million in contraband, and that my Da, the desperate villain, had resisted arrest.</p>
<p>I saw it all from my phone, in the remains of the sitting room, watching it on the screen and wondering how, just *how* anyone could look at our little flat and our terrible, manky estate and mistake it for the home of an organized crime kingpin. They took the printer away, of course, and displayed it like a trophy for the newsies. Its little shrine in the kitchenette seemed horribly empty. When I roused myself and picked up the flat and rescued my peeping poor tweetybird, I put a blender there. It was made out of printed parts, so it would only last a month before I’d need to print new bearings and other moving parts. Back then, I could take apart and reassemble anything that could be printed.</p>
<p>By the time I turned eighteen, they were ready to let Da out of prison. I’d visited him three times — on my tenth birthday, on his fiftieth, and when Ma died. It had been two years since I’d last seen him and he was in bad shape. A prison fight had left him with a limp, and he looked over his shoulder so often it was like he had a tic. I was embarrassed when the minicab dropped us off in front of the estate, and tried to keep my distance from this ruined, limping skeleton as we went inside and up the stairs.</p>
<p>“Lanie,” he said, as he sat me down. “You’re a smart girl, I know that. Trig. You wouldn’t know where your old Da could get a printer and some goop?”</p>
<p>I squeezed my hands into fists so tight my fingernails cut into my palms. I closed my eyes. “You’ve been in prison for ten years, Da. Ten. Years. You’re going to risk another ten years to print out more blenders and pharma, more laptops and designer hats?”</p>
<p>He grinned. “I’m not stupid, Lanie. I’ve learned my lesson. There’s no hat or laptop that’s worth going to jail for. I’m not going to print none of that rubbish, never again.” He had a cup of tea, and he drank it now like it was whisky, a sip and then a long, satisfied exhalation. He closed his eyes and leaned back in his chair.</p>
<p>“Come here, Lanie, let me whisper in your ear. Let me tell you the thing that I decided while I spent ten years in lockup. Come here and listen to your stupid Da.”</p>
<p>I felt a guilty pang about ticking him off. He was off his rocker, that much was clear. God knew what he went through in prison. “What, Da?” I said, leaning in close.</p>
<p>“Lanie, I’m going to print more printers. Lots more printers. One for everyone. That’s worth going to jail for. That’s worth anything.”</p>
<p>–</p>
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		<title>Links to Information on converting R/C cars to autonomous vehicles</title>
		<link>http://www.mcgurrin.com/robots/?p=66</link>
		<comments>http://www.mcgurrin.com/robots/?p=66#comments</comments>
		<pubDate>Sat, 04 Feb 2012 02:30:06 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Arduino]]></category>
		<category><![CDATA[AVC]]></category>
		<category><![CDATA[R/C]]></category>
		<category><![CDATA[robots]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=66</guid>
		<description><![CDATA[My first robot, MARV-1, uses a small, commercial tracked chassis.  It uses dead reckoning from wheel encoders (only) for navigation, and a single front-mounted ultrasonic sensor for obstacle avoidance.  While I could get fancier on sensors and tweak the control more (e.g., add proportional feedback between the wheel encoders and the motor PWM control to [...]]]></description>
			<content:encoded><![CDATA[<p>My first robot, MARV-1, uses a small, commercial tracked chassis.  It uses dead reckoning from wheel encoders (only) for navigation, and a single front-mounted ultrasonic sensor for obstacle avoidance.  While I could get fancier on sensors and tweak the control more (e.g., add proportional feedback between the wheel encoders and the motor PWM control to keep on course better), I figure I&#8217;m nearing the end of the development and testing I want to do on this first robot.</p>
<p>For MARV-2, my second robot,  I want to build a new vehicle with GPS and other sensor systems suitable for outdoor navigation, and I want something that covers ground more quickly.  I figure an R/C conversion will fit the bill.  I&#8217;ve started looking into this, and it seems that it&#8217;s not too difficult.  It also seems that it&#8217;s easier on a &#8220;hobby&#8221; class R/C vehicle than a cheap toy one.  Many hobby class cars, it seems (from my online research) utilize standard 3-wire servo connections, sometimes with an electronic controller between the R/C unit and the drive and steering controls.  Cheaper toy cars have a circuit board you need to cut wires from and solder new connections on.</p>
<div class="mceTemp">
<div id="attachment_73" class="wp-caption alignleft" style="width: 160px"><a href="http://www.sparkfun.com/news/767"><img class="size-thumbnail wp-image-73 " title="AVC-2010-POSTER-500px-9AM" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/02/AVC-2010-POSTER-500px-9AM-150x150.jpg" alt="AVC 2010 Poster" width="150" height="150" /></a><p class="wp-caption-text">Poster for Sparkfun&#39;s 2010 AVC competition</p></div>
</div>
<p><a href="http://www.sparkfun.com/">Sparkfun Electronic</a>s runs an annual <a href="http://www.sparkfun.com/products/11069">Autonomous Vehicle Competition</a>, and several competitors from past years have blogs with useful information for developing autonomous vehicles from R/C cars.  Three blog postings that seem to provide a lot of good information are <a href="http://scottrharris.blogspot.com/2010/06/overdue-avc-specifications.html">Overdue AVC Specifications</a>, <a href="http://diydrones.com/profiles/blogs/team-zyzzyx-sparkfun-avc-2011">Team Zyzzyx&#8221; SparkFun AVC 2011 Ground Entry</a>, and <a href="http://www.bot-thoughts.com/2011/05/data-bus-nickle-tour.html">Data Bus: the Nickel Tour</a>.</p>
<p>The video podcast <em>The Latest in Hobby Robotics </em>has several videos on modifying R/C cars.  The two I&#8217;ve found that are most relevant are <a href="http://blog.makezine.com/2011/08/11/the-latest-in-hobby-robotics-17/ ">The Latest in Hobby Robotics 17</a>, which focuses on modifying higher end cars and <a href="http://blog.makezine.com/2011/08/19/the-latest-in-hobby-robotics-18/">The Latest in Hobby Robotics 18</a>, which demonstrates modding a cheaper toy-style R/C car.</p>
<p>An additional link that&#8217;s worth pointing out, especially if you&#8217;re modifying a toy R/C car, is <a href="http://www.esawdust.com/blog/autveh/files/AutonomousRC-part1.html">Autonomous R/C Car &#8211; Part 1 &#8211; Reverse Engineering Signals</a>.</p>
<p>I suspect it will be a while before I wrap up work on MARV-1 and have the time to start MARV-2, but the information these other hobbyists provide a lot of good guidance for getting started.</p>
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		<title>An Introduction and Example of Finite State Machines</title>
		<link>http://www.mcgurrin.com/robots/?p=54</link>
		<comments>http://www.mcgurrin.com/robots/?p=54#comments</comments>
		<pubDate>Tue, 31 Jan 2012 00:50:33 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Arduino]]></category>
		<category><![CDATA[programming]]></category>
		<category><![CDATA[robots]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=54</guid>
		<description><![CDATA[Finite State Machines (FSM) are often an excellent design pattern for robot control software. As I was developing my first robotic vehicle, I started with just modifying and expanding upon some sample code I found online.  This worked for a robot moving around at random, avoiding obstacles.  But once I wanted to add positioning and [...]]]></description>
			<content:encoded><![CDATA[<p>Finite State Machines (FSM) are often an excellent <a href="http://en.wikipedia.org/wiki/Software_design_pattern">design pattern</a> for robot control software. As I was developing my first robotic vehicle, I started with just modifying and expanding upon some sample code I found online.  This worked for a robot moving around at random, avoiding obstacles.  But once I wanted to add positioning and navigation, it became difficult to keep track of where the logic should be at each step and each time the main control loop executed.  I realized that a state machine approach was the solution, and it&#8217;s worked out beautifully.</p>
<p>What is a Finite State Machine?  You can find the formal definition <a href="http://en.wikipedia.org/wiki/Finite-state_machine">here </a>at Wikipedia, but as David Stonier-Gibson puts it in his<a href="http://www.splatco.com/fsm_tute/fsm_tute01.htm"> tutorial</a>:</p>
<blockquote><p><em>The formal, mathematical definition of an FSM is such brain numbing, eye popping mumbo jumbo I feel certain that 9 out of 10 electronic engineering and IT students switch off in the first 5 minutes of the FSM lecture series, never to ever benefit from the power of FSMs in their work. This is not difficult stuff, it&#8217;s just made to look difficult by the academics!</em></p></blockquote>
<p>The basic concept of an FSM is that the system is, at any time, in a specific, pre-defined state.  Multiple states are defined, along with the internal or external events that cause the system to transition from one state to another.  The functions that need to be performed for each transition from one state to another are then determined, and, of course, you have functions to be performed when in a given state.  Not all events trigger a state transition, some are processed and handled with the system staying in the same state.  It&#8217;s easiest to explain by example.  A good, short tutorial with examples can be found in the online article <a href="http://zone.ni.com/devzone/cda/tut/p/id/3024">Application Design Patterns: State Machines</a>, along with some useful design hints.  Below, I use the state-machine model I developed for my MARV-1 autonomous dead-reckoning vehicle as an example.</p>
<p>State Machines can be represented in several ways.  One approach is a state transition matrix.  Below is the matrix for the code for my MARV-1 autonomous vehicle:</p>
<p><a href="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/State-Transition-Matrix1.png"><img class="alignnone size-medium wp-image-58" title="State Transition Matrix" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/State-Transition-Matrix1-300x249.png" alt="State Transition Matrix" width="300" height="249" /></a></p>
<p>The topmost row shows the seven states that the robot can be in.  The leftmost column shows the internal and external events that can cause a change from one state to another.  For example, &#8220;Button 1 pressed&#8221; is an external event.  If MARV-1 is currently in the Off state, it transitions to the Orienting state.  If it&#8217;s in any other state, it transitions to Off.  &#8220;Completed calculating next heading&#8221; would be an internal event that causes a transition from the Orienting state to the Turning state.  If, instead, the last waypoint in the list had already been processed, then there would be a transition from the Orienting to the Off state.</p>
<p>In C/C++/Arduino code, states are typically coded using the Switch command.  Each Case ends with a break;, since the system can only be in one state at a time.  There can be code to run each time a state is entered for the first time and code to run when you exit a particular state.  This code can be dependent on the specific transition, e.g., the exit code from Orienting to Off is different than from Orienting to Turning.  I found it easier to use exit code rather than entrance code wherever possible, because then I didn&#8217;t have to set a flag and check each time through the main loop to determined if I was entering a state for the first time or not.</p>
<p>In fact, 95 percent of the code in the main Loop for my MARV-1 vehicle is inside a single Switch statement.  The exceptions are checking for the Button 1 press, since that must be done in every state, and updating position and orientation, since, with the exception of the Off state, that must always be done.</p>
<p>You&#8217;ll notice that most of the cells in the state transition matrix are empty.  That&#8217;s because most events only affect one or two states.  That means that you don&#8217;t need to check for those events when in any of the other states.   The state machine design pattern makes coding simpler and much, much easier to follow.  It also  allows you to change out the details within a state (inside a specific case in your code) without affecting the rest of your code.  The exception to this is the transition triggers themselves and the exit processing code.</p>
<p>Another way of designing or documenting your Finite State Machine is with a state machine diagram.  Here&#8217;s the same information for MARV-1, presented in pictorial form:</p>
<p><a href="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/State-Machine-Diagram1.png"><img class="alignnone size-medium wp-image-59" title="State Machine Diagram" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/State-Machine-Diagram1-300x218.png" alt="State Machine Diagram" width="300" height="218" /></a></p>
<p>In the case of MARV-1, I started my planning figuring on an Off state and an On state.  Of course, the On state quickly was subdivided into more.  Since MARV-1 uses tank-style turns and always either moves in a straight line or turns in place, it was logical to have a Turning state and a Traveling state.  As I worked on the code, I found it made sense to break out the Orienting from the Turning, even though the Orienting is just some calculations that complete in a single pass through the main Loop.  Similarly, it became easier to code to break the obstacle avoidance maneuvering into 3 states, one for each step in the 3 step obstacle avoidance approach I decided on:  Back up, turn right, go forward a ways, hopefully clearing the original obstacle.  As you can see from the table or picture, if MARV-1 is still pointing towards an obstacle after turning, it goes back to the Avoid:Backing state, as it does if it detects an obstacle while moving forward.</p>
<p>Finite State Machines are a simple and effective concept for robot software, and I encourage you to plan out your next project using this approach.</p>
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		<title>Some Debugging Frustration</title>
		<link>http://www.mcgurrin.com/robots/?p=44</link>
		<comments>http://www.mcgurrin.com/robots/?p=44#comments</comments>
		<pubDate>Sun, 29 Jan 2012 01:10:27 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=44</guid>
		<description><![CDATA[My first robot, MARV-1 (Mike&#8217;s Autonomous Robotic Vehicle #1), is doing fine at avoiding obstacles, but it gets easily confused and sometimes gets literally spinning in circles. I need to try to trace the cause of the endless spinning. My hypothesis is that I have the tolerance parameter for turns set too tight, so with [...]]]></description>
			<content:encoded><![CDATA[<p>My first robot, MARV-1 (Mike&#8217;s Autonomous Robotic Vehicle #1), is doing fine at avoiding obstacles, but it gets easily confused and sometimes gets literally spinning in circles.</p>
<p><iframe width="425" height="349" src="http://www.youtube.com/embed/uQvLZ4Otuio?hl=en&#038;fs=1" frameborder="0" allowfullscreen></iframe></p>
<p>I need to try to trace the cause of the endless spinning.  My hypothesis is that I have the tolerance parameter for turns set too tight, so with the lack of precision in the heading, it can get in a mode where it&#8217;s never getting close enough to the desired heading to stop turning.  </p>
<p><strong>UPDATE:</strong> My hypothesis was incorrect.  The problem was that while I normalize the robot&#8217;s heading to always be between -Pi and +Pi radians, I wasn&#8217;t normalizing the new target heading of (heading &#8211; Pi/4 radians) to turn away from the obstacle.  So if that every was less than -Pi, the heading could never be close to the target heading, and the robot kept spinning. </p>
<p>I may also try to modify the marking on the gears so that I get a pulse every 1/8th of a wheel rotation rather than every 1/4.</p>
<p><strong>UPDATE:</strong> This worked, and does seem to improve navigation, but errors still build up quickly on the heading, and hence position, as they tend to do with only dead reckoning for navigation.</p>
<p>I also need to modify the obstacle avoidance routine.  Right now, when MARV-1 detects an obstacle it backs up, rotates right about 45 degrees, and then tries to move forward about 2 feet before recalculating a new heading and distance to the next waypoint.  When MARV-1 is pointed to the right of the waypoint, this results in it turning away even further.  I think I&#8217;ll try to have it turn in whatever direction is closer to the heading to the next waypoint.  </p>
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		<title>Move now, don&#8217;t delay();  the metro library</title>
		<link>http://www.mcgurrin.com/robots/?p=28</link>
		<comments>http://www.mcgurrin.com/robots/?p=28#comments</comments>
		<pubDate>Sat, 28 Jan 2012 02:11:44 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Arduino]]></category>
		<category><![CDATA[interrupts]]></category>
		<category><![CDATA[metro library]]></category>
		<category><![CDATA[programming]]></category>
		<category><![CDATA[robots]]></category>
		<category><![CDATA[Romeo]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=28</guid>
		<description><![CDATA[The classic &#8220;hello world&#8221; of the Arduino world includes something like: Simple sample code for robotic vehicles may include something similar, such as where the advance function is previously defined. This approach, using delay(), works fine until you want your robot to do something else while moving, like check sensors for obstacles, or see if [...]]]></description>
			<content:encoded><![CDATA[<p>The classic &#8220;hello world&#8221; of the Arduino world includes something like:</p>
<pre class="brush: cpp; title: ; notranslate">
void loop()
{
  digitalWrite(ledPin, HIGH);   // sets the LED on
  delay(1000);                  // waits for a second
  digitalWrite(ledPin, LOW);    // sets the LED off
  delay(1000);                  // waits for a second
}
</pre>
<p>Simple sample code for robotic vehicles may include something similar, such as</p>
<pre class="brush: cpp; title: ; notranslate">
//Move Forward for 10 seconds
advance (255,255);
delay(10000);
</pre>
<p>where the advance function is previously defined. This approach, using delay(), works fine until you want your robot to do something else while moving, like check sensors for obstacles, or see if a button was pushed to turn it off, or updating its position based on sensor input. The problem of course, is that while the delay is running, the cpu does nothing (although it will process interrupts). So clearly using delay() for this purpose is not a good idea.</p>
<p>Rather than having your code sit idle at a point in the loop function, spinning its figurative wheels, you want the software to continue looping through the main loop, but stopping when a set time is reached. One approach is to use a timer interrupt. Have your code continue through the loop, but set an interrupt service routine that sets a flag, signifying the time has elapsed and it&#8217;s time to stop doing what you were doing (e.g., moving forward) and do something else. An introduction to timers and interrupts can be found on the <a href="http://letsmakerobots.com/node/28278">Let&#8217;s Make Robots</a> site, and you should also check the <a href="http://www.arduino.cc/en/Reference/AttachInterrupt">Arudino reference page on interrupts</a> .  If you&#8217;d like to keep things simpler, there are <a href="http://arduino.cc/playground/Code/Timer1">Arduino libraries</a> for using timer interrupts as well.</p>
<p>An alternative approach is to use the<a href="http://arduino.cc/playground/Code/Metro"> metro library</a>.  The metro library provides an alternative to using timer interrupts.  Because it does not use interrupts, the code in your loop will need to check to see if the timer has expired or not.  The sample code below works on my robot that uses an Arduino-compatible Romeo controller and RP5 chassis.  It was based on the example provided by <a href="http://www.dfrobot.com/">DFRobot</a> but adds a) using switch 1 on the Romeo board as a start/stop switch and b) instead of using delay(), it uses the Metro library.</p>
<p>The key section of the code is the nextMovement function. It&#8217;s called every time the main loop executes. A timer called movementMetro was already initialized as part of the setup. This nextMovement function checks if the timer has gone off, and if it has, changes the movement case to the next in line and resets the value for the appropriate time. One tricky part is that the timer value is for the NEXT movement, not the one in the movement just completed.</p>
<pre class="brush: cpp; title: ; notranslate">
void nextMovement (int next,unsigned long wait) // Set case and delay for next movement
  {
    if (movementMetro.check() == 1) {
      movement = next;
      movementMetro.interval(wait);
    }
  }
</pre>
<p>Here&#8217;s the full, working code. When run, you need to push button 1 once the code is loaded. The robot then moves forward, turns, move forward, reverses, turns, and reverses again, with pauses between each movement. You can stop and restart the cycle by using switch 1.</p>
<pre class="brush: cpp; title: ; notranslate">
#include &amp;lt;Metro.h&amp;gt;

// Setup movement timer using the Metro library
Metro movementMetro = Metro(4000);

// Buttons vars

const int key_S1_5 = 7;

int state = false; // Off if 0, On if 1

int buttons_check(){
 // This function checks button 1 and returns
 // 0 if no button pressed, 1 if pressed
 // Priorities: S1, S2, S3, S4, S5
 int w = analogRead(key_S1_5);

#define vS2 130
 if ( w &amp;lt; vS2/2 ){
  return 1;
}
 return 0;
}//End buttons_check()

 // Set up for running motors
int E1 = 5;  // digital output pin sending PWM power to the motor
int E2 = 6;  // digital output pin sending PWM power to the motor
int M1 = 4;  // controls is motor moves forward or backwards
int M2 = 7;  // controls is motor moves forward or backwards

void forward(byte a,byte b)		//Move forward
        {
          analogWrite(E1,a);
          digitalWrite(M1,HIGH);
          analogWrite(E2,b);
          digitalWrite(M2,HIGH);
        }

void stop(void)                    	//Stop
        {
          digitalWrite(E1,LOW);
          digitalWrite(E2,LOW);
        }

void backward (byte a,byte b)		//Move backward
        {
          analogWrite (E1,a);
          digitalWrite(M1,LOW);
          analogWrite (E2,b);
          digitalWrite(M2,LOW);
}

void Left (byte a,byte b)		//Turn left
        {
          analogWrite (E1,a);
          digitalWrite(M1,LOW);
          analogWrite (E2,b);
          digitalWrite(M2,HIGH);
        }
void Right (byte a,byte b)		//Turn right
        {
          analogWrite (E1,a);
          digitalWrite(M1,HIGH);
          analogWrite (E2,b);
          digitalWrite(M2,LOW);
        }
int movement = 1; // movement controls which movement (forward, turn, etc.)

void nextMovement (int next,unsigned long wait) // Set case and delay for next movement
  {
    if (movementMetro.check() == 1) {
      movement = next;
      movementMetro.interval(wait);
    }
  }

void setup(){
    for(int i=4;i&amp;lt;=7;i++)
    pinMode(i, OUTPUT);
    Serial.begin(9600);
}// End setup
void loop(){

// This section checks button 1, which functions as stop/start switch, initially stopped
 int button = buttons_check();
 if ( button == 1 ) {
 // Button 1 has been pressed
  state = !state;
 }
 Serial.println(state);

 // Whenstopped after running, reset to original start mode
 if (state == false) {
   stop(); //Stop
   movement = 1;
   movementMetro.interval(4000);
 }
 else {
   Serial.println(movement);

 // Each case sets movement command, signals next movement, and resets timer for duration OF NEXT MOVEMENT
   switch (movement) {
     case 1:
       forward(255,255); //Forward at full speed
       nextMovement(2, 5000);
       break;
     case 2:
       stop(); //Stop
       nextMovement(3, 650);
       break;
     case 3:
       Right(255,255);  //Right at full speed
       nextMovement(4, 5000);
       break;
     case 4:
       stop(); //Stop
       nextMovement(5, 4000);
       break;
     case 5:
       forward(255,255); //Forward at full speed
       nextMovement(6, 5000);
       break;
     case 6:
       stop(); //Stop
       nextMovement(7, 4000);
       break;
     case 7:
       backward(255,255); //backward at full speed
       nextMovement(8, 5000);
       break;
     case 8:
       stop(); //Stop
       nextMovement(9, 650);
       break;
     case 9:
       Left(255,255);  //Left at full speed
       nextMovement(10, 5000);
       break;
     case 10:
       stop(); //Stop
       nextMovement(11, 4000);
       break;
     case 11:
       backward(255,255); //backward at full speed
       nextMovement(12, 5000);
       break;
     case 12:
       stop(); //Stop
       nextMovement(1, 4000);
       break;
   }
 }
}// End loop
</pre>
<p>Nothing fancy, but it was my start on getting my project underway and moving beyond using delay().</p>
]]></content:encoded>
			<wfw:commentRss>http://www.mcgurrin.com/robots/?feed=rss2&#038;p=28</wfw:commentRss>
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		<item>
		<title>Wheel Encoders</title>
		<link>http://www.mcgurrin.com/robots/?p=17</link>
		<comments>http://www.mcgurrin.com/robots/?p=17#comments</comments>
		<pubDate>Wed, 25 Jan 2012 03:48:11 +0000</pubDate>
		<dc:creator>ViennaMike</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[dead reckoning]]></category>
		<category><![CDATA[positioning]]></category>
		<category><![CDATA[robots]]></category>
		<category><![CDATA[wheel encoder. electronics]]></category>

		<guid isPermaLink="false">http://www.mcgurrin.com/robots/?p=17</guid>
		<description><![CDATA[In order to estimate position and orientation using dead reckoning, you have to measure the rotation of your wheels (or the motor shaft or gear driving the wheels).   This means using some sort of shaft or wheel encoder.  The RP5 has a gear that rotates 4x for every wheel rotation, and a hole in it [...]]]></description>
			<content:encoded><![CDATA[<p>In order to estimate position and orientation using dead reckoning, you have to measure the rotation of your wheels (or the motor shaft or gear driving the wheels).   This means using some sort of shaft or wheel encoder.  The RP5 has a gear that rotates 4x for every wheel rotation, and a hole in it which they indicate can be used to count gear rotations using some sort of optical (infrared) encoder.</p>
<p>One can get much more precision by using more holes/slots or more markings, as discussed in <a href="http://www.arduino.cc/cgi-bin/yabb2/YaBB.pl?num=1257038219">this thread</a> on homemade encoders.  Also, having two offset sets of marks allows one to do quadrature encoding and determine the direction of travel as well. For my first robot, I’m just using a rough encoder, with 4 counts per wheel revolution.</p>
<p>In looking in the chassis, there’s not a lot of room. As a result, I decided I’d use a small transmissive sensor, rather than a reflective sensor.  Both have an IR emitter and an IR photo detector.  For reflective units, they both face the same direction, and the detector measure IR reflected back to the sensor.  For a transmissive or interrupt sensor, the two units are separated by a gap, and the detector picks up IR passing through the gap. So far, so good.</p>
<p>I ended up using Vishay transmissive optical sensors (model TCST1202) I purchased from DigiKey.  I found a ciruch  and wiring them up based on the circuit posted by Aniss1001 in the &#8220;<a href="http://www.arduino.cc/cgi-bin/yabb2/YaBB.pl?num=1257038219">Homemade wheel encoder</a>&#8220;  thread on the Arduino forum.</p>
<div id="attachment_18" class="wp-caption alignnone" style="width: 310px"><a href="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/Encoder-circuit.png"><img class="size-medium wp-image-18" title="Encoder circuit" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/Encoder-circuit-300x207.png" alt="encoder circuit diagram" width="300" height="207" /></a><p class="wp-caption-text">Encoder circuit diagram - for a different encoder, but it worked fine</p></div>
<p>I built the circuit on a prototyping breadboard for testing and got a surprise.  The circuit worked fine, but the gear is transparent to IR!  It turns out that nylon and most plastics used for inexpensive gears are pretty transparent to IR.  I first tried creating an opaque section with a black marker, but while that worked on paper, it didn’t adhere well enough to the gear.  I ended up using a piece of black tape.  Once that worked, I cut some small circuit boards down to size and built the encoders, practicing my soldering skills.</p>
<p>I just used hot glue to mount the encoders.  The encoder boards stick up above the chassis base, so I’m using standoffs to raise the plastic plate with the Romeo controller and other devices.  Here&#8217;s a picture of one of the encoders before mounting,, and then mounted on the chassis:</p>
<div id="attachment_19" class="wp-caption alignnone" style="width: 310px"><a href="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/IMG_0090.jpg"><img class="size-medium wp-image-19" title="IMG_0090" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/IMG_0090-300x224.jpg" alt="Homemade wheel encoder" width="300" height="224" /></a><p class="wp-caption-text">Homemade wheel encoder</p></div>
<div id="attachment_20" class="wp-caption alignnone" style="width: 234px"><a href="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/IMG_0093.jpg"><img class="size-medium wp-image-20" title="Mounted encoder" src="http://www.mcgurrin.com/robots/wp-content/uploads/2012/01/IMG_0093-e1327463177346-224x300.jpg" alt="" width="224" height="300" /></a><p class="wp-caption-text">Mounted encoder</p></div>
<p><strong>UPDATE:</strong> If you don&#8217;t want to build your own, I just discovered these <a href="http://arduino-direct.com/sunshop/index.php?l=product_detail&amp;p=202">pre-built transmissive encoder boards</a>.</p>
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