<?xml version="1.0" encoding="utf-8" ?>
<rss version="2.0" xmlns:atom="http://www.w3.org/2005/Atom">
<channel>
<title>しもんたんのメモ帳</title>
<link>https://ameblo.jp/simontanz/</link>
<atom:link href="https://rssblog.ameba.jp/simontanz/rss20.xml" rel="self" type="application/rss+xml" />
<atom:link rel="hub" href="http://pubsubhubbub.appspot.com" />
<description>PSoC、MATLAB、C言語、java、筋電図、脳波、BMI、その他もろもろの覚え書き</description>
<language>ja</language>
<item>
<title>【幻肢】幻肢痛治療のためのバーチャルゲーム</title>
<description>
<![CDATA[ 筋電を計測してそのパターンに合わせ拡張現実の手を操作する方法。<br>現在自分がやろうとしていることとほとんど同じだがこれはPCを用いている。<br>自分の場合ではタブレット端末を用いてより簡便に行えればと思っている。。。<br>それと、一応自分の研究は「脳卒中麻痺」のリハビリ目的であります。<br><br><iframe width="459" height="344" src="https://www.youtube.com/embed/0wp-SigTeLs" frameborder="0" allowfullscreen></iframe><br><br><br><br>
]]>
</description>
<link>https://ameblo.jp/simontanz/entry-12040178719.html</link>
<pubDate>Thu, 18 Jun 2015 02:10:09 +0900</pubDate>
</item>
<item>
<title>【PSoC】ADCINCのサンプリングレート</title>
<description>
<![CDATA[ <br>PSoCのAD変換モジュールの一つである<b>「ADCINC」</b>のサンプリングレートはDataClockとBit数で決まる。<br><br><img src="data:image/png;base64,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" alt="" height="52" width="272"><br><br>ＤａｔａＣｌｏｃｋが大きければサンプル数が増えるし、用いるＢｉｔ数が増えるほどサンプル数は少なくなる。<br><br><br>たとえば、15HzのAD変換器を作製するとする。<br>グローバルリソースの設定が<br><br><img src="data:image/png;base64,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" alt=""><br><br>であり、ADCINCの設定が<br><br><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADNCAIAAABy96h6AAAMhUlEQVR4nO2dy43jvBJGlZCDcSBeOBKn4AAcSAc0wL+5gO6iZ+RSvVikWHp+B0JDpsgiJR6TMluwh/f7/QNAbwaIBTKAWCAFiAVSgFggBSbW6z58uT0/G7Xq87wN99faNc5PeHYplIsxO35//YtBMr/urNzneaMvZYQTIcWaTn393p1YverP83a733m3k5ef5410/ud5G1jev8e+e7/7dxqFiGVH2JJhjp+tkGKLNZ2t+s563Yf76+979Pb8WHluz9e/9/Ht+SFvanIZv2V/6/5m+r7jeR7RAFqqeqj97fH5gDK/FD/Edk97LtaLZp4q2PA96zLJERGLZa4QSzv96cKJcb6Q57ffiRVfY6Yo0z6rWc0zb8A8S2Wn/Ss8M0uINbXKG12EWPRkpvj7GJ8kQbF+xNgmMztive7TuDIbQyZp5tdGz6POA+Riz8P8yzMXS88zTyWNrebbTFqvFOtvle5wo4glxd3rgFUh1s/cLeWoc/NOrKK2aWKZeQpizWz8TmOzK2/k4WbzW+cf9ZjSoewundwt9RmxvsG2GLHk0OIYkyoW7xZx56GIZeepG7F++OF5vBlm5yjn4CFv0pXGzw5V3WPRws9t7rHiVlUp6Ocsi0XTyGcjMRPpeUpiGXOY+BAh83CzaR9WiMXPmCpvfip83cU6gvGpcD6oz24yjQgpFEVhmauiqcEDYs0mmac+FZp5imL96ItnUzzxqXBQp0I6X1aOV6xDyYRH4d0+n6CtdaxZKSaTEiGToFWRnIpGJbEAqFDQCwKxQAYQC6QAsUAKEAukALFAChALpACxQArDG4AEhvf7/ee//2HD1nerE2s8Mkdv/7GAWCCFdrGGYXBe7hBVrN//nsoUmU4PqSnOBbECnphFYrFrt3rj64iL1bZvXZBjXaVeXFqsSN+ro5FaVr0gTsFzs3QqtK6veonltV5zjugrlhXEenk1+ovFMoxzpWiplQc8iLUmHW7e5QVl45C1M8zJPlV1Knday5rKokXOzi94bvp8KrSmOX9n5Usc/FS7XKzRuCBq/LOyF7E2GbHUl1arivvqBXEKnpv+61jxqZBmzjvDieb20zwsnaZYAdWCpwcr7yAFiAVSgFggBTw2gy1lu5ZYW7+NLwTEAim0i/V4PJyXXWIGwzp52CF5/o/H4/F4yBSZTg+pKTKOU/D07E4sGoe9XE2stn3pnF/w3FxarEjfq6ORWlYVyyl4bvqLNQ37zA+awbKBHmLZnLAyIKsrQywriPXyanQWS/aummKNMZZYwbCWWNNLdvIQK4+UEYulO0PLhmI9BFM6yyYTR2MqlEWcgucm5R6LjklSo6JYjhl9xVJfLhdrJPdbEGvVqTBVLKl1s1hV+6pYTsFzs2iBlM1xLNFKiYilqmaFlUpZddEzd8SaYBdLptMUK6Ba8PRg5R2kALFAChALpHAtsbCttuFBP5ACxAIpNIqlfnJu+zi92odwVSzrROTawaUWC5bTPmI5yzb7RIplLVYVd0CRS4s1Nv0TEEToLxZbZWar0uritV+wV3fGp0LZsGJmwFh08+5femmG5VNVwWYg1pr0F4v9r604YzpiOaUaqBLLeQ+ACIkjlpMS0WhDsZxZfnkzLsLSdSzrhmks+RGZCtWCzdTevFtNBRE6izWlWJ1Re/OuBmmjKBa9t5ONhFVVYOUdpACxQAoQC6SAx2awpWwYsUAKEAuksPQnT5Z/Z+swZ9npeMj2Oy99erXzxF932+3ruL06FhxdzhS/o1i9gFgFseTL4KHi0eVArE1I/J73yEsZxyrFqpjyjGLstKqLtJ9FLraZTeLx4itM/duSOGIxD5yjqkZ0X+2Y0XDLqj0olmWzjCmriBRXA56PVX+ZonhUze/XFa89PmJZwWXm4FuCZoNYLWL5HVPVbVZYJ7Ifv7n9ozZktrXcqeJkdP5UeD6xnJjBESsS8Hz0X8dS0+mldzpDBlHzOMo6tf8RC6QRM2RjxnoLZXH10p0JrLwv4vR+NAOxQAoQC6SAx2awpWwYsUAKEAuk0Ge5YfnHomCEJRWpYsmAVhXW+eIjocoaTzeE2mEX79VzUiz5lnDeJMXzhWGUS4slg0OsXqQ/NhNPYTGnFJrTqoVmtk41SSy1naDzPVbQFZYSOVSMqeanFMWSwYvna7UT9P8ntG+bU9A/5GdTCzKWi6W+hFgqiY/NsKOOKGrxTcRyZjSIVUX681htU2GX6ZWxfLlBfQmxVLqJNZI+lnchkRR6aHT9kxHWEUsd0iJVXxCsvIMUIBZIAWKBFPDYDLaUDSMWSAFigRS2/7YZ3iAtZrwKJydtv78Eap1X95M9Mdt/20wkZnexZM7ikhgWQqvY/ttmnGwNfblQrEgbIFaE7b9txgoYCa7Gt6K1iVXVTjCx/bfNOCnskJyYrBQ1lLx5bxuNIFaE7b9txgo4iv72xaLx1VNtEys+4wPK9t82E0mpEktNH3uIBavibP9tM8WYY0wsllK8x5qyOWMSrGpm+2+b4Q0yYlpH/WmXBgmK5bTBbzmgYOUdpACxQAoQC6SAx2awpWwYsUAKEAuksEgsf2mgXLexlOWsICzhT+s/0Zu58sJE/8dmlovF9vPEyl7/hFjVYqmLitYhs26IdV66iSUPxVfJ/cFv+uuEiqSoI67aGNlI+VJKrzbAukqnJ0ssf+BhxrDismud4TBeXUQsNY60ZzTcYo2EWP2nQr+np3QnjpoixxWrF4c5o33zblluee/s+E26FBuLJdMjYlnTjd+p/oePhWJZ9o9XJetTYVWKFapL8GkfYq1J4jqWPOrMFE5nWNlkNL+64DqWP51ZYllNGq8KVt5BChALpACxQAp4bAZbyoYRC6QAsUAKa3/bTEORXqhiqY2xllGsU7aC9Gj1UVnj22Z4lcuueHPxoFjWecUXtNSwV+PSYvly+IeKZSFWyk+e0EMyhf4NrlzT/G191iaWzBwsC7G63WNZ9rCjqlK1xRtYLpZ6jwWxVPr/MgXbt7JFNEoVaxD4J4URq4p0sUZxJ7sfseRLiNWLXLH8qbCYmRZZRyyrzZH8EIvSU6wxcPPu3KZYhxxHqwiKpZ4Fa556iFUHsfay8p7dE9ntBxSIBVLYkVjZHL39xwKPzWBL2TBigRQgFkhhjZ884VVqn9hXQBXLWinAcsNClv6vkL6sqHXZRe+yjjWF8he0rEr9BdJN3jm74tJi+XL4h4plIdaiqVC9vurqOU2kZVm6mpOVahsP2sSSmYNlIVZPsVQP6Et2KF7cChVnuVjSe6csxFp68y6HH3r1nc5oSxk7iTUI1MhFbyCWSrcnSIsdIxM3F8tvkl8pxPJJFKvviEUj5ImltiGYH2JR1viFVZbHV0095IxeceLrcLINrG3qIVYdxEpfeVc7w8rZVkWE5vaDBvb1Lx2IdRr2JVYqR2//scBjM9hSNoxYIAWIBVI4w2MzwYCy/dbaQa+GrcBuW3v4pxvibXDeGDvsnmCTdtjyX44tVtWyZK8Rdx0uLdao9bG1dE4TaVmWruZkpaYMzmWVzQiKFTkRK0U9I5YSjOO8VC/U3jj2YzN+b7E8VWJFWhI8o77naOXfG8d+bMbRSNbbMGI5+Zvbr16iUaCeyLXEGsn70r/6LDFPLLVUrVj0vIqn1nZGVmSrPVa9O+Twj80EmzGGPxUukb5Xirrj598bZ3hshhaRzXDEknU5JxJJiUtTjBzMf0KxKuoIX4LUy9TcftDAvv6lA7FOw77ESuXo7T8WeGwGW8qGEQukALFACuk/0hS/H3dWE9Q4kRSKKtZuP64fnfTf0ukllpNfXUaSSLH2vA50dC4tVlXzQBU9xbJWmaedyEK2+leNM2Wg+6M9DkGsNcn9kabRdq6YWRUr4q5szC8Qa03W+5Emln+YQ/MsEctpHsRak1V//csfUUaIdSJSxLIGIT8lsg+xjkLKjzSNRq+z22qZMgYkkxPoWJL1F4i1Jlh5BylALJACxAIp4LEZbCkbRiyQAsQCKaT/S2fU1gJkHjVylzOckO2PNAa0kf5PaHrUWoX3w5pNr1RBfWM0RwM++xIrPqr5h1Qg1pp0fh6LGqYuwauH1JiyFEuhq/yRSVltvyyihlLfFXDRofOjyauJpe74+SNi+QOtPzADSv//Fap//UNOzGyxnCYVB0sMWg5ri6XuODFXEGskw1JQLHnigNFZrNHo1DEmVqRIlVg0f4ZYkMxiA7EiEeQs4/e9LCLzB9exWChLdMyDPmdYeQ928G7bf0ogFkjhDGIFOXr7jwUem8GWsg3v93trucEJ+T9Hl3TSGDfa1QAAAABJRU5ErkJggg==" alt=""><br><br>というものであった場合、<br><br>DataClockは24MHz/（12*2）となり1MHｚ、Bitsは14Bit。<br><br>よって、SampleRateは約15.2Hzとなる。<br><br><br>決まった値を分周しDataClockを得るため（水晶発振子などで外部からも取れるが）どんぴしゃな値をとるのは難しい。<br>また、精度良くデータを採ろうとするとビット数も上げる必要があるため、必要なサンプリングレートと必要なビット数の折り合いを見てDataClock、Bit数を決定する必要がある。<span id="productTitle" class="a-size-large"><span style="font-size: 12px;"><br><br><a title="" target="" href="http://www.amazon.co.jp/gp/product/4789817547?adid=1RXHX5DQ6X1077FAE8M7&amp;camp=243&amp;creative=1615&amp;creativeASIN=4789817547&amp;linkCode=as1&amp;tag=kou462204-22">アナログ・マイコン!? PSoCに目覚める本</a></span></span><br><img src="https://ir-jp.amazon-adsystem.com/e/ir?t=kou462204-22&amp;l=as2&amp;o=9&amp;a=4789817547" alt="" style="border:none !important; margin:0px !important;" border="0" height="1" width="1"><a href="http://www.amazon.co.jp/gp/product/4789817547/ref=as_li_tf_il?ie=UTF8&amp;camp=247&amp;creative=1211&amp;creativeASIN=4789817547&amp;linkCode=as2&amp;tag=kou462204-22"><img src="https://ws-fe.amazon-adsystem.com/widgets/q?_encoding=UTF8&amp;ASIN=4789817547&amp;Format=_SL110_&amp;ID=AsinImage&amp;MarketPlace=JP&amp;ServiceVersion=20070822&amp;WS=1&amp;tag=kou462204-22" border="0"></a><span id="productTitle" class="a-size-large"></span>
]]>
</description>
<link>https://ameblo.jp/simontanz/entry-12039546776.html</link>
<pubDate>Tue, 16 Jun 2015 14:26:26 +0900</pubDate>
</item>
</channel>
</rss>
