3396 lines
571 KiB
XML
3396 lines
571 KiB
XML
<?xml version="1.0" encoding="utf-8" standalone="yes"?>
|
||
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
|
||
<regions>
|
||
<settings>
|
||
<identity>
|
||
<id>9d5361ef-bd1e-4200-a183-1dc652b53c7f</id>
|
||
<revision>45</revision>
|
||
</identity>
|
||
<calculation>
|
||
<precision>4</precision>
|
||
<exponentialThreshold>5</exponentialThreshold>
|
||
<fractions>decimal</fractions>
|
||
</calculation>
|
||
<pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
|
||
<paper id="1" orientation="Portrait" width="850" height="1100" />
|
||
<margins left="39" right="39" top="39" bottom="39" />
|
||
<header alignment="Center" color="#a9a9a9">&[DATE] &[TIME] - &[FILENAME]</header>
|
||
<footer alignment="Center" color="#a9a9a9">&[PAGENUM] / &[COUNT]</footer>
|
||
<backgrounds />
|
||
</pageModel>
|
||
<dependencies>
|
||
<assembly name="SMath Studio Desktop" version="0.98.6179.21440" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
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<assembly name="Math Region" version="0.98.6179.21440" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
|
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<assembly name="Picture Region" version="1.10.6179.21444" guid="06b5df04-393e-4be7-9107-305196fcb861" />
|
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<assembly name="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
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<assembly name="Text Region" version="1.10.6179.21446" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
|
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</dependencies>
|
||
</settings>
|
||
<region id="0" left="9" top="9" width="569" height="41" border="true" color="#000000" bgColor="#ffff00" fontSize="20">
|
||
<text lang="cze">
|
||
<p>Semestralni prace - Planetova prevodovka</p>
|
||
</text>
|
||
</region>
|
||
<region id="1" left="18" top="72" width="157" height="27" color="#000000" bgColor="#ffffff" fontSize="12">
|
||
<text lang="cze">
|
||
<p>6KT - 2016/17 LS</p>
|
||
</text>
|
||
</region>
|
||
<region id="2" left="18" top="99" width="195" height="27" color="#000000" bgColor="#ffffff" fontSize="12">
|
||
<text lang="cze">
|
||
<p>Vaclav Valicek, 171226</p>
|
||
</text>
|
||
</region>
|
||
<region id="3" left="18" top="126" width="165" height="27" color="#000000" bgColor="#ffffff" fontSize="12">
|
||
<text lang="cze">
|
||
<p>3A/6, zadani c. 21.</p>
|
||
</text>
|
||
</region>
|
||
<region id="4" left="18" top="207" width="164" height="32" color="#000000" bgColor="#ffffff" fontSize="15">
|
||
<text lang="cze">
|
||
<p bold="true">Zadani hodnot:</p>
|
||
</text>
|
||
</region>
|
||
<region id="5" left="54" top="243" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Jmenovity vykon elektromotoru</p>
|
||
</text>
|
||
</region>
|
||
<region id="6" left="387" top="243" width="163" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">P.J</e>
|
||
<e type="operand">9.9</e>
|
||
<e type="operand" style="unit">kW</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">9900</e>
|
||
<e type="operand" style="unit">W</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="7" left="387" top="270" width="234" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">n.1</e>
|
||
<e type="operand">4300</e>
|
||
<e type="operand" style="unit">min</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">71.6667</e>
|
||
<e type="operand" style="unit">Hz</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="8" left="54" top="279" width="215" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Jmenovite otacky elektromotoru</p>
|
||
</text>
|
||
</region>
|
||
<region id="9" left="387" top="306" width="234" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">n.4p</e>
|
||
<e type="operand">845</e>
|
||
<e type="operand" style="unit">min</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">14.0833</e>
|
||
<e type="operand" style="unit">Hz</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="10" left="54" top="315" width="194" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Pozadovane vystupni otacky</p>
|
||
</text>
|
||
</region>
|
||
<region id="11" left="387" top="342" width="206" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">L.h</e>
|
||
<e type="operand">390</e>
|
||
<e type="operand" style="unit">hr</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.404</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">6</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">s</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="12" left="54" top="351" width="150" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Pozadovana zivotnost</p>
|
||
</text>
|
||
</region>
|
||
<region id="13" left="54" top="378" width="252" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Koeficient vnejsich dynamickych vlivu</p>
|
||
</text>
|
||
</region>
|
||
<region id="14" left="387" top="378" width="77" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.A</e>
|
||
<e type="operand">2.25</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="15" left="54" top="414" width="238" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Prumer roztecne kruznice pastorku</p>
|
||
</text>
|
||
</region>
|
||
<region id="16" left="387" top="414" width="154" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.4</e>
|
||
<e type="operand">50</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.05</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="17" left="54" top="441" width="185" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Stredni merna tuhost zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="18" left="387" top="441" width="275" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">C.γ</e>
|
||
<e type="operand">11</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">μm</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.1</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">10</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">Pa</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="19" left="54" top="477" width="267" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Maximalni vnejsi prumer skrine starteru</p>
|
||
</text>
|
||
</region>
|
||
<region id="20" left="387" top="477" width="187" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">D.max</e>
|
||
<e type="operand">174</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.174</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="21" left="54" top="513" width="90" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Uhel zaberu</p>
|
||
</text>
|
||
</region>
|
||
<region id="22" left="387" top="513" width="173" height="22" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math decimalPlaces="6">
|
||
<input>
|
||
<e type="operand">α</e>
|
||
<e type="operand">20</e>
|
||
<e type="operand" style="unit">deg</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.349066</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="23" left="54" top="540" width="151" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Soucinitel vysky zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="24" left="387" top="540" width="60" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">h.a0</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="25" left="27" top="576" width="473" height="32" color="#000000" bgColor="#ffffff" fontSize="15">
|
||
<text lang="cze">
|
||
<p bold="true">Cviceni 1 - Vypocet pastorku a ostatnich kol</p>
|
||
</text>
|
||
</region>
|
||
<region id="26" left="54" top="630" width="252" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Minimalni pocet zubu bez podrezani:</p>
|
||
</text>
|
||
</region>
|
||
<region id="27" left="54" top="657" width="236" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.1_min</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.a0</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">sin</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">17.0973</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="28" left="297" top="675" width="60" height="30" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">19</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="29" left="54" top="711" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Navrhovy prevodovy pomer:</p>
|
||
</text>
|
||
</region>
|
||
<region id="30" left="54" top="729" width="164" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.14n</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operand">n.4p</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">5.0888</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="31" left="54" top="774" width="136" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Pocet zubu satelitu</p>
|
||
</text>
|
||
</region>
|
||
<region id="32" left="54" top="792" width="225" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.2n</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">i.14n</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">29.3432</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="33" left="297" top="810" width="60" height="30" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.2</e>
|
||
<e type="operand">29</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="34" left="54" top="837" width="34" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>PP:</p>
|
||
</text>
|
||
</region>
|
||
<region id="35" left="54" top="855" width="201" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.14</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">5.0526</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="36" left="54" top="909" width="202" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Pocet zubu korunoveho kola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="37" left="54" top="927" width="197" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.3n</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">i.14</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">77</e>
|
||
<e type="operator" args="1">-</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="38" left="297" top="927" width="69" height="30" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.3</e>
|
||
<e type="operand">77</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="39" left="54" top="963" width="102" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Pocet satelitu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="40" left="54" top="981" width="52" height="30" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.K</e>
|
||
<e type="operand">3</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="41" left="54" top="1026" width="110" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Otacky satelitu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="42" left="54" top="1044" width="262" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">n.2</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">min</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">2259.6624</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="43" left="54" top="1125" width="400" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">Procentualni odchylka otacek pozadovanych a skutecnych</p>
|
||
</text>
|
||
</region>
|
||
<region id="44" left="54" top="1143" width="120" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Skutecne otacky:</p>
|
||
</text>
|
||
</region>
|
||
<region id="45" left="54" top="1161" width="215" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">n.4</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">14.184</e>
|
||
<e type="operand" style="unit">Hz</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="46" left="54" top="1215" width="185" height="55" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Δn.4</e>
|
||
<e type="operand">n.4p</e>
|
||
<e type="operand">n.4</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operand">n.4p</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">%</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">0.715</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="47" left="54" top="1269" width="99" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Δn.4max</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand" style="unit">%</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="48" left="54" top="1296" width="69" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">Kontrola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="49" left="54" top="1314" width="359" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Δn.4</e>
|
||
<e type="operand">Δn.4max</e>
|
||
<e type="operator" args="2"><</e>
|
||
<e type="operand" style="string">V poradku</e>
|
||
<e type="operand" style="string">Odchylka prekrocila meze</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="50" left="54" top="1395" width="275" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">Podminka stejnych osovych vzdalenosti</p>
|
||
</text>
|
||
</region>
|
||
<region id="51" left="54" top="1413" width="146" height="30" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">≡</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="52" left="54" top="1440" width="194" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">Podminka smontovatelnosti:</p>
|
||
</text>
|
||
</region>
|
||
<region id="53" left="54" top="1458" width="133" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">N</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">a.K</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">32</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="54" left="54" top="1503" width="343" height="68" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">N</e>
|
||
<e type="operand">0</e>
|
||
<e type="function" preserve="true" args="2">round</e>
|
||
<e type="operand">N</e>
|
||
<e type="operator" args="2">≡</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand" style="string">V poradku</e>
|
||
<e type="operand" style="string">N Musi byt cele cislo!</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="55" left="54" top="1584" width="168" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Dilci prevodove pomery:</p>
|
||
</text>
|
||
</region>
|
||
<region id="56" left="54" top="1602" width="148" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.12</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operand">n.2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.9029</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="57" left="54" top="1656" width="166" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.23</e>
|
||
<e type="operand">n.2</e>
|
||
<e type="operand">n.4</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">2.6552</e>
|
||
<e type="operator" args="1">-</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="58" left="36" top="1719" width="109" height="32" color="#000000" bgColor="#ffffff" fontSize="15">
|
||
<text lang="cze">
|
||
<p bold="true">Cviceni 2</p>
|
||
</text>
|
||
</region>
|
||
<region id="59" left="36" top="1746" width="387" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">1. Navrh modulu ozubeni - pro vsechny kola spolecny!</p>
|
||
</text>
|
||
</region>
|
||
<region id="60" left="54" top="1773" width="109" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Modul ozubeni:</p>
|
||
</text>
|
||
</region>
|
||
<region id="61" left="207" top="1773" width="99" height="30" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">m.n</e>
|
||
<e type="operand">1.75</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="62" left="450" top="1782" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Modulova rada 1: (prednostni)</p>
|
||
</text>
|
||
</region>
|
||
<region id="63" left="54" top="1791" width="133" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Roztecna kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="64" left="450" top="1800" width="239" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">0,6; 0,8; 1; 1.25; 1,5; 2; 2.5 mm</p>
|
||
</text>
|
||
</region>
|
||
<region id="65" left="54" top="1809" width="176" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.3</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">134.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="66" left="450" top="1827" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Modulova rada 2:</p>
|
||
</text>
|
||
</region>
|
||
<region id="67" left="54" top="1836" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Vyska paty zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="68" left="450" top="1845" width="311" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">0.55; 0.7; 0.9; 1.125; 1.375; 1.75; 2.25 mm</p>
|
||
</text>
|
||
</region>
|
||
<region id="69" left="54" top="1854" width="186" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">h.f</e>
|
||
<e type="operand">1.25</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">2.1875</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="70" left="54" top="1881" width="158" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Prumer patni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="71" left="54" top="1899" width="207" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.f3</e>
|
||
<e type="operand">d.3</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.f</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">139.125</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="72" left="54" top="1926" width="147" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Volba tloustky steny:</p>
|
||
</text>
|
||
</region>
|
||
<region id="73" left="216" top="1926" width="65" height="22" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">t</e>
|
||
<e type="operand">4</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="74" left="54" top="1953" width="165" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">Kontrola volby modulu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="75" left="54" top="1971" width="359" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">D.max_kontrola</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">t</e>
|
||
<e type="operand">3.5</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">d.f3</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">159.375</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="76" left="54" top="2052" width="318" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">D.max</e>
|
||
<e type="operand">D.max_kontrola</e>
|
||
<e type="operator" args="2">≥</e>
|
||
<e type="operand" style="string">V poradku</e>
|
||
<e type="operand" style="string">Spatna volba modulu</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="77" left="36" top="2124" width="274" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">2. Vypocet prumeru roztecnych kruznic</p>
|
||
</text>
|
||
</region>
|
||
<region id="78" left="54" top="2151" width="104" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="79" left="54" top="2169" width="161" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">33.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="80" left="54" top="2196" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Satelity:</p>
|
||
</text>
|
||
</region>
|
||
<region id="81" left="54" top="2214" width="161" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.2</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">50.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="82" left="54" top="2241" width="108" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Korunove kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="83" left="54" top="2259" width="114" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.3</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">134.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="84" left="36" top="2295" width="166" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p bold="true">3. Navrh sirky ozubeni</p>
|
||
</text>
|
||
</region>
|
||
<region id="85" left="54" top="2322" width="510" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Sirka ozubeni je limitovana na 1.1 nasobek prumeru roztecne kruznice kola</p>
|
||
</text>
|
||
</region>
|
||
<region id="86" left="54" top="2340" width="149" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">b.i</e>
|
||
<e type="operand">0.6</e>
|
||
<e type="operand">1.1</e>
|
||
<e type="function" preserve="true" args="2">range</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">d.i</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="87" left="198" top="2340" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>(pastorek)</p>
|
||
</text>
|
||
</region>
|
||
<region id="88" left="288" top="2340" width="82" height="22" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">ψ</e>
|
||
<e type="operand">9</e>
|
||
<e type="operand">14</e>
|
||
<e type="function" preserve="true" args="2">range</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="89" left="387" top="2340" width="67" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">b.i</e>
|
||
<e type="operand">Ψ</e>
|
||
<e type="operand">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="90" left="459" top="2340" width="46" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>(kola)</p>
|
||
</text>
|
||
</region>
|
||
<region id="91" left="54" top="2367" width="104" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="92" left="54" top="2385" width="82" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">b.1</e>
|
||
<e type="operand">25</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="93" left="441" top="2385" width="232" height="32" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">0.6</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operator" args="2"><</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operand">1.1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2"><</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">&</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="94" left="54" top="2403" width="61" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Satelity:</p>
|
||
</text>
|
||
</region>
|
||
<region id="95" left="54" top="2421" width="174" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">b.2</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">21.5</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="96" left="441" top="2421" width="148" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Ψ.2</e>
|
||
<e type="operand">b.2</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">12.2857</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="97" left="54" top="2457" width="108" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="cze">
|
||
<p>Korunove kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="98" left="441" top="2466" width="158" height="32" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">9</e>
|
||
<e type="operand">Ψ.2</e>
|
||
<e type="operator" args="2">≤</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">Ψ.2</e>
|
||
<e type="operand">14</e>
|
||
<e type="operator" args="2">≤</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">&</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="99" left="54" top="2475" width="112" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">b.3</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="100" left="36" top="2502" width="223" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">4. Vypocet osovych vzdalenosti</p>
|
||
</text>
|
||
</region>
|
||
<region id="101" left="54" top="2529" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Centralni kolo - satelit</p>
|
||
</text>
|
||
</region>
|
||
<region id="102" left="441" top="2529" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Satelit - korunove kolo</p>
|
||
</text>
|
||
</region>
|
||
<region id="103" left="54" top="2547" width="154" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.12</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">42</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="104" left="441" top="2547" width="154" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.23</e>
|
||
<e type="operand">d.3</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">42</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="105" left="639" top="2547" width="69" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Kontrola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="106" left="639" top="2565" width="108" height="30" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.12</e>
|
||
<e type="operand">a.23</e>
|
||
<e type="operator" args="2">≡</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="107" left="36" top="2601" width="290" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">5. Vypocet zakladnich parametru ozubeni</p>
|
||
</text>
|
||
</region>
|
||
<region id="108" left="441" top="2619" width="182" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Prumery centralniho kola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="109" left="54" top="2628" width="59" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Roztec:</p>
|
||
</text>
|
||
</region>
|
||
<region id="110" left="441" top="2637" width="133" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Roztecna kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="111" left="54" top="2646" width="152" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">p</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">5.4978</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="112" left="441" top="2655" width="105" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.1</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">33.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="113" left="54" top="2673" width="131" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vyska hlavy zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="114" left="441" top="2682" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Zakladni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="115" left="54" top="2691" width="129" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">h.a</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">1.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="116" left="441" top="2700" width="214" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.b1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">cos</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">31.2448</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="117" left="54" top="2718" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vyska paty zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="118" left="441" top="2727" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Hlavova kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="119" left="54" top="2736" width="114" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">h.f</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">2.1875</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="120" left="441" top="2745" width="190" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.a1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.a</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">36.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="121" left="441" top="2772" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Patni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="122" left="441" top="2790" width="199" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.f1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.f</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">28.875</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="123" left="54" top="2826" width="124" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Prumery satelitu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="124" left="441" top="2826" width="186" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Prumery korunoveho kola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="125" left="54" top="2844" width="133" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Roztecna kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="126" left="441" top="2844" width="133" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Roztecna kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="127" left="54" top="2862" width="105" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.2</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">50.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="128" left="441" top="2862" width="114" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.3</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">134.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="129" left="54" top="2889" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Zakladni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="130" left="441" top="2889" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Zakladni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="131" left="54" top="2907" width="214" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.b2</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">cos</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">47.6894</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="132" left="441" top="2907" width="222" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.b3</e>
|
||
<e type="operand">d.3</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">cos</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">126.6236</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="133" left="54" top="2934" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Hlavova kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="134" left="441" top="2934" width="125" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Hlavova kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="135" left="54" top="2952" width="190" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.a</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">54.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="136" left="441" top="2952" width="199" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.a3</e>
|
||
<e type="operand">d.3</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.a</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">131.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="137" left="54" top="2979" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Patni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="138" left="441" top="2979" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Patni kruznice:</p>
|
||
</text>
|
||
</region>
|
||
<region id="139" left="54" top="2997" width="199" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.f2</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">h.f</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">46.375</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="140" left="441" top="2997" width="130" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.f3</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">139.125</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="141" left="54" top="3069" width="106" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Tloustka zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="142" left="441" top="3069" width="99" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Hlavova vule:</p>
|
||
</text>
|
||
</region>
|
||
<region id="143" left="54" top="3087" width="132" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s</e>
|
||
<e type="operand">p</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">2.7489</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="144" left="441" top="3087" width="167" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">c</e>
|
||
<e type="operand">h.f</e>
|
||
<e type="operand">h.a</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">0.4375</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="145" left="36" top="3123" width="210" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">6. Kontrola vule mezi satelity</p>
|
||
</text>
|
||
</region>
|
||
<region id="146" left="54" top="3150" width="419" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>3. Doplnujicici geometricka podminka planetoveho mechanismu</p>
|
||
</text>
|
||
</region>
|
||
<region id="147" left="54" top="3168" width="250" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Volim vluli vmin v rozsahu 1-2 mm.</p>
|
||
</text>
|
||
</region>
|
||
<region id="148" left="351" top="3168" width="107" height="30" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">v.min</e>
|
||
<e type="operand">1.5</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="149" left="54" top="3195" width="145" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.w1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">33.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="150" left="54" top="3222" width="145" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.w2</e>
|
||
<e type="operand">d.2</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">50.75</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="151" left="324" top="3231" width="297" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">θ.min</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operand">v.min</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">d.w1</e>
|
||
<e type="operand">d.w2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">asin</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">deg</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">83.1639</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="152" left="54" top="3249" width="164" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">θ</e>
|
||
<e type="operand">360</e>
|
||
<e type="operand" style="unit">deg</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">a.K</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">deg</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">120</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="153" left="54" top="3294" width="425" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">θ</e>
|
||
<e type="operand">θ.min</e>
|
||
<e type="operator" args="2">≥</e>
|
||
<e type="operand" style="string">V Poradku</e>
|
||
<e type="operand" style="string">Nedostatecna vule mezi satelity!</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V Poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="154" left="36" top="3366" width="271" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">7. Vypocet soucinitele a drahy zaberu</p>
|
||
</text>
|
||
</region>
|
||
<region id="155" left="54" top="3393" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Centralni kolo - satelit</p>
|
||
</text>
|
||
</region>
|
||
<region id="156" left="54" top="3411" width="75" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Soucinitel:</p>
|
||
</text>
|
||
</region>
|
||
<region id="157" left="54" top="3429" width="459" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">ε.γ12</e>
|
||
<e type="operand">d.a1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">d.b1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">d.b2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">a.12</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">sin</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">π</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">cos</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.5948</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="158" left="54" top="3492" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Delka oblouku zaberu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="159" left="54" top="3510" width="473" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">q.α12</e>
|
||
<e type="operand">d.a1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">d.b1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">d.b2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">a.12</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">sin</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">16.4787</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="160" left="54" top="3546" width="275" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Soucinitel zaberu satelit - korunove kolo</p>
|
||
</text>
|
||
</region>
|
||
<region id="161" left="54" top="3564" width="578" height="61" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">ε.γ23</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">π</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">d.b2</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">acos</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="function" preserve="true" args="1">abs</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">d.b3</e>
|
||
<e type="operand">d.a3</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">acos</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.9405</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="162" left="36" top="3627" width="192" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">8. Kontrola spicatosti zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="163" left="54" top="3654" width="395" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Minimalni tlouska zubu na hlavove kruznici pro tvrda kola:</p>
|
||
</text>
|
||
</region>
|
||
<region id="164" left="54" top="3672" width="178" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.amin</e>
|
||
<e type="operand">0.4</e>
|
||
<e type="operand">m.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">0.7</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="165" left="54" top="3699" width="292" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Involuta uhlu pro bod na zakladni kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="166" left="54" top="3717" width="201" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">inv.α</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0149</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="167" left="54" top="3744" width="103" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Centralni kolo</p>
|
||
</text>
|
||
</region>
|
||
<region id="168" left="54" top="3762" width="287" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Uhel profilu evolventy na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="169" left="54" top="3780" width="228" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">α.a1</e>
|
||
<e type="operand">d.b1</e>
|
||
<e type="operand">d.a1</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">acos</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">deg</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">31.7668</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="170" left="54" top="3834" width="289" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Involuta uhlu pro bod na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="171" left="54" top="3852" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">inv.αa1</e>
|
||
<e type="operand">α.a1</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α.a1</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0648</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="172" left="54" top="3879" width="356" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Tlouska zubu na hlavove kruznici v normalni rovine:</p>
|
||
</text>
|
||
</region>
|
||
<region id="173" left="54" top="3897" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Volim korekci ozubeni:</p>
|
||
</text>
|
||
</region>
|
||
<region id="174" left="288" top="3897" width="43" height="22" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">x</e>
|
||
<e type="operand">0</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="175" left="369" top="3897" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>0 - bez korekce</p>
|
||
</text>
|
||
</region>
|
||
<region id="176" left="54" top="3933" width="421" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na1</e>
|
||
<e type="operand">d.a1</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">x</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">z.1</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">inv.α</e>
|
||
<e type="operand">inv.αa1</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">1.205</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="177" left="54" top="3978" width="215" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Kontrola meze spicatosti zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="178" left="54" top="3996" width="384" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na1</e>
|
||
<e type="operand">s.amin</e>
|
||
<e type="operator" args="2">></e>
|
||
<e type="operand" style="string">V Poradku</e>
|
||
<e type="operand" style="string">Zacni se modlit k Shigleymu</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V Poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="179" left="54" top="4095" width="52" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Satelit</p>
|
||
</text>
|
||
</region>
|
||
<region id="180" left="54" top="4113" width="287" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Uhel profilu evolventy na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="181" left="54" top="4131" width="228" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">α.a2</e>
|
||
<e type="operand">d.b2</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">acos</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">deg</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">28.4699</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="182" left="54" top="4185" width="289" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Involuta uhlu pro bod na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="183" left="54" top="4203" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">inv.αa2</e>
|
||
<e type="operand">α.a2</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α.a2</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0454</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="184" left="54" top="4230" width="356" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Tlouska zubu na hlavove kruznici v normalni rovine:</p>
|
||
</text>
|
||
</region>
|
||
<region id="185" left="54" top="4248" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Volim korekci ozubeni:</p>
|
||
</text>
|
||
</region>
|
||
<region id="186" left="288" top="4248" width="43" height="22" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">x</e>
|
||
<e type="operand">0</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="187" left="369" top="4248" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>0 - bez korekce</p>
|
||
</text>
|
||
</region>
|
||
<region id="188" left="54" top="4284" width="421" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na2</e>
|
||
<e type="operand">d.a2</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">x</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">z.2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">inv.α</e>
|
||
<e type="operand">inv.αa2</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">1.285</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="189" left="54" top="4329" width="215" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Kontrola meze spicatosti zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="190" left="54" top="4347" width="384" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na2</e>
|
||
<e type="operand">s.amin</e>
|
||
<e type="operator" args="2">></e>
|
||
<e type="operand" style="string">V Poradku</e>
|
||
<e type="operand" style="string">Zacni se modlit k Shigleymu</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V Poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="191" left="54" top="4428" width="107" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Korunove kolo</p>
|
||
</text>
|
||
</region>
|
||
<region id="192" left="54" top="4446" width="287" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Uhel profilu evolventy na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="193" left="54" top="4464" width="228" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">α.a3</e>
|
||
<e type="operand">d.b3</e>
|
||
<e type="operand">d.a3</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">acos</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">deg</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">15.2579</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="194" left="54" top="4518" width="289" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Involuta uhlu pro bod na hlavove kruznici:</p>
|
||
</text>
|
||
</region>
|
||
<region id="195" left="54" top="4536" width="252" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">inv.αa3</e>
|
||
<e type="operand">α.a3</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operand">α.a3</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0065</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="196" left="54" top="4563" width="356" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Tlouska zubu na hlavove kruznici v normalni rovine:</p>
|
||
</text>
|
||
</region>
|
||
<region id="197" left="54" top="4581" width="157" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Volim korekci ozubeni:</p>
|
||
</text>
|
||
</region>
|
||
<region id="198" left="288" top="4581" width="43" height="22" border="true" color="#000000" bgColor="#ff8040" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">x</e>
|
||
<e type="operand">0</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="199" left="369" top="4581" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>0 - bez korekce</p>
|
||
</text>
|
||
</region>
|
||
<region id="200" left="54" top="4617" width="447" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na3</e>
|
||
<e type="operand">d.a3</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">x</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">z.3</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">inv.α</e>
|
||
<e type="operand">inv.αa3</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">3.7833</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="201" left="54" top="4662" width="215" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Kontrola meze spicatosti zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="202" left="54" top="4680" width="384" height="72" border="true" color="#000000" bgColor="#80ff00" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">s.na3</e>
|
||
<e type="operand">s.amin</e>
|
||
<e type="operator" args="2">></e>
|
||
<e type="operand" style="string">V Poradku</e>
|
||
<e type="operand" style="string">Zacni se modlit k Shigleymu</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand" style="string">V Poradku</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="203" left="36" top="4752" width="115" height="32" color="#000000" bgColor="#ffffff" fontSize="15">
|
||
<text lang="eng">
|
||
<p bold="true">3. Cviceni</p>
|
||
</text>
|
||
</region>
|
||
<region id="204" left="36" top="4779" width="193" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>1. Silove pomery v ozubeni</p>
|
||
</text>
|
||
</region>
|
||
<region id="205" left="54" top="4797" width="101" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">P.J</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">9900</e>
|
||
<e type="operand" style="unit">W</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="206" left="54" top="4824" width="170" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vstupni kroutici moment:</p>
|
||
</text>
|
||
</region>
|
||
<region id="207" left="54" top="4842" width="202" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">M.k1</e>
|
||
<e type="operand">P.J</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">π</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">21.9856</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="208" left="54" top="4887" width="278" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Kroutici moment na jednu planetu: (η=1)</p>
|
||
</text>
|
||
</region>
|
||
<region id="209" left="54" top="4905" width="172" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">M.t1</e>
|
||
<e type="operand">M.k1</e>
|
||
<e type="operand">a.K</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">7.3285</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="210" left="54" top="4950" width="220" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Obvodova sila na centralni kolo</p>
|
||
</text>
|
||
</region>
|
||
<region id="211" left="54" top="4968" width="103" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">M.t1</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">≡</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="212" left="54" top="5013" width="201" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">M.t1</e>
|
||
<e type="operand">d.1</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">440.8138</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="213" left="54" top="5058" width="211" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Radialni sila na centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="214" left="54" top="5076" width="234" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.r1</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">160.4431</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="215" left="54" top="5112" width="227" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Normalova sila na centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="216" left="54" top="5130" width="258" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.n1</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">F.r1</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">469.1043</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="217" left="54" top="5166" width="199" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Silove pusobeni na satelitu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="218" left="450" top="5166" width="257" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Silove pusobeni na korunovem kole:</p>
|
||
</text>
|
||
</region>
|
||
<region id="219" left="54" top="5184" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.t2</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">440.8138</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="220" left="450" top="5184" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.t3</e>
|
||
<e type="operand">F.t2</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">440.8138</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="221" left="54" top="5211" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.r2</e>
|
||
<e type="operand">F.r1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">160.4431</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="222" left="450" top="5211" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.r3</e>
|
||
<e type="operand">F.r2</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">160.4431</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="223" left="54" top="5238" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.n2</e>
|
||
<e type="operand">F.n1</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">469.1043</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="224" left="450" top="5238" width="182" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.n3</e>
|
||
<e type="operand">F.r2</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">160.4431</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="225" left="54" top="5274" width="191" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Silove pomery na vystupu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="226" left="54" top="5292" width="91" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vystupni Mk</p>
|
||
</text>
|
||
</region>
|
||
<region id="227" left="54" top="5310" width="216" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">M.k4</e>
|
||
<e type="operand">M.k1</e>
|
||
<e type="operand">i.14</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">111.0851</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="228" left="54" top="5337" width="112" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Sily na vystupu</p>
|
||
</text>
|
||
</region>
|
||
<region id="229" left="54" top="5355" width="209" height="53" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.t4</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">M.k4</e>
|
||
<e type="operand">d.4</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">4443.4034</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="230" left="54" top="5400" width="242" height="31" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.r4</e>
|
||
<e type="operand">F.t4</e>
|
||
<e type="operand">α</e>
|
||
<e type="function" preserve="true" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1617.2666</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="231" left="54" top="5427" width="266" height="39" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.n4</e>
|
||
<e type="operand">F.t4</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">F.r4</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">4728.5711</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="232" left="36" top="5463" width="377" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">2. Volba materialu kol a navrh tvrdosti na boku zubu</p>
|
||
</text>
|
||
</region>
|
||
<region id="233" left="54" top="5490" width="247" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>- vypocty centralniho kola a satelitu</p>
|
||
</text>
|
||
</region>
|
||
<region id="234" left="54" top="5508" width="439" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>- kola - lita ocel, povrchove kaleny bok zubu, stupen kvality ML</p>
|
||
</text>
|
||
</region>
|
||
<region id="235" left="54" top="5526" width="605" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>- tvrdost zubu se lisi dle poctu cyklu, vice zatizene kolo ma tvrdost +20 - +60 HB vyssi </p>
|
||
</text>
|
||
</region>
|
||
<region id="236" left="54" top="5553" width="415" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Pocty spoluzabirajicich kol (akc - centralni kolo, aks - satelit)</p>
|
||
</text>
|
||
</region>
|
||
<region id="237" left="54" top="5580" width="102" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.kc</e>
|
||
<e type="operand">a.K</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">3</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="238" left="225" top="5580" width="167" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Pocet zatezovych cyklu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="239" left="54" top="5607" width="60" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">a.ks</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="240" left="234" top="5616" width="114" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>- centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="241" left="351" top="5616" width="235" height="37" border="true" color="#000000" bgColor="#ff8080" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">N.Lc</e>
|
||
<e type="operand">L.h</e>
|
||
<e type="operand">n.1</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">a.kc</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">3.0186</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">8</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="242" left="243" top="5652" width="65" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>- satelit:</p>
|
||
</text>
|
||
</region>
|
||
<region id="243" left="351" top="5652" width="235" height="37" border="true" color="#000000" bgColor="#ff8080" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">N.Ls</e>
|
||
<e type="operand">L.h</e>
|
||
<e type="operand">n.2</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">a.ks</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.0575</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">8</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="244" left="54" top="5697" width="160" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Volba tvrdosti povrchu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="245" left="72" top="5724" width="69" height="30" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">H.c</e>
|
||
<e type="operand">685</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="246" left="225" top="5724" width="140" height="30" border="true" color="#000000" bgColor="#ff8000" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">H.s</e>
|
||
<e type="operand">H.c</e>
|
||
<e type="operand">50</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">635</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="247" left="54" top="5760" width="107" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Centralni kolo:</p>
|
||
</text>
|
||
</region>
|
||
<region id="248" left="54" top="5778" width="150" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Mez unavy v dotyku:</p>
|
||
</text>
|
||
</region>
|
||
<region id="249" left="54" top="5796" width="108" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">A.1</e>
|
||
<e type="operand">0.74</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="250" left="234" top="5796" width="100" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">B.1</e>
|
||
<e type="operand">602</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="251" left="54" top="5823" width="242" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.HlimC</e>
|
||
<e type="operand">A.1</e>
|
||
<e type="operand">H.c</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">B.1</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">1108.9</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="252" left="54" top="5850" width="147" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Mez unavy v ohybu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="253" left="54" top="5868" width="116" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">A.2</e>
|
||
<e type="operand">0.305</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="254" left="234" top="5868" width="91" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">B.2</e>
|
||
<e type="operand">76</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="255" left="54" top="5895" width="250" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σFlimC</e>
|
||
<e type="operand">A.2</e>
|
||
<e type="operand">H.c</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">B.2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">284.925</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="256" left="54" top="5922" width="56" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Satelit:</p>
|
||
</text>
|
||
</region>
|
||
<region id="257" left="54" top="5940" width="242" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.HlimS</e>
|
||
<e type="operand">A.1</e>
|
||
<e type="operand">H.s</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">B.1</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">1071.9</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="258" left="54" top="5967" width="250" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.FlimS</e>
|
||
<e type="operand">A.2</e>
|
||
<e type="operand">H.s</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">B.2</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">269.675</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="259" left="36" top="5994" width="348" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">3. Stanoveni soucinitelu silovych pomeru ozubeni</p>
|
||
</text>
|
||
</region>
|
||
<region id="260" left="54" top="6021" width="152" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Z = dotyk, Y = ohyb</p>
|
||
</text>
|
||
</region>
|
||
<region id="261" left="54" top="6048" width="250" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Soucinitel vnejsich dynamickych sil:</p>
|
||
</text>
|
||
</region>
|
||
<region id="262" left="306" top="6048" width="87" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.A</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">2.25</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="263" left="54" top="6075" width="251" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Soucinitel vnitrnich dynamickych sil:</p>
|
||
</text>
|
||
</region>
|
||
<region id="264" left="306" top="6075" width="29" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.V</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="265" left="54" top="6093" width="542" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vyroba dle normy CSN ISO 1228-1, brousene boky zubu - trida presnosti ISO9</p>
|
||
</text>
|
||
</region>
|
||
<region id="266" left="54" top="6138" width="68" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Q.ISO</e>
|
||
<e type="operand">9</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="267" left="54" top="6165" width="198" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">B</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">4</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">Q.ISO</e>
|
||
<e type="operand">4</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">3</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.731</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="268" left="270" top="6192" width="207" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">A</e>
|
||
<e type="operand">50</e>
|
||
<e type="operand">56</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">B</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">65.0638</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="269" left="54" top="6228" width="309" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">v.max</e>
|
||
<e type="operand">A</e>
|
||
<e type="operand">13</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">Q.ISO</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">200</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">s</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">23.849</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operand" style="unit">s</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="270" left="54" top="6282" width="261" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.V</e>
|
||
<e type="operand">A</e>
|
||
<e type="operand">200</e>
|
||
<e type="operand">v.max</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">s</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">A</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operand">B</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.6969</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="271" left="54" top="6354" width="433" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Soucinitel nerovnomernosti zatizeni zubu po sirce dotyku: Khβ</p>
|
||
</text>
|
||
</region>
|
||
<region id="272" left="54" top="6372" width="227" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Celkova uchylka dotykove krivky:</p>
|
||
</text>
|
||
</region>
|
||
<region id="273" left="54" top="6390" width="82" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.βy</e>
|
||
<e type="operand">5</e>
|
||
<e type="operand" style="unit">μm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="274" left="54" top="6417" width="189" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Stredni merna tuhost zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="275" left="54" top="6435" width="144" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">C.γ</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.1</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">10</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">Pa</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="276" left="54" top="6471" width="162" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Pracovni sirka ozubeni:</p>
|
||
</text>
|
||
</region>
|
||
<region id="277" left="54" top="6489" width="209" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">b.12</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operand">b.2</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">2</e>
|
||
<e type="function" preserve="true" args="4">mat</e>
|
||
<e type="function" preserve="true" args="1">min</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">21.5</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="278" left="54" top="6525" width="155" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Stredni obvodova sila:</p>
|
||
</text>
|
||
</region>
|
||
<region id="279" left="54" top="6543" width="230" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.m</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">K.A</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">K.V</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1683.0762</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="280" left="54" top="6570" width="213" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Merne zatizeni (min 100N/mm)</p>
|
||
</text>
|
||
</region>
|
||
<region id="281" left="54" top="6597" width="206" height="89" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">w.n</e>
|
||
<e type="operand">100</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">F.m</e>
|
||
<e type="operand">b.12</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">1</e>
|
||
<e type="function" preserve="true" args="4">mat</e>
|
||
<e type="function" preserve="true" args="1">max</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">/</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">100</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="282" left="54" top="6678" width="286" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Pomer rozlozeni zatizeni po sirce ozubeni</p>
|
||
</text>
|
||
</region>
|
||
<region id="283" left="54" top="6696" width="197" height="76" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">b.krit</e>
|
||
<e type="operand">F.βy</e>
|
||
<e type="operand">C.γ</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">F.m</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">b.12</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.3513</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="284" left="54" top="6768" width="216" height="136" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.Hβ</e>
|
||
<e type="operand">b.krit</e>
|
||
<e type="operand">1</e>
|
||
<e type="operator" args="2">≥</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">F.βy</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">C.γ</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">w.n</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">F.βy</e>
|
||
<e type="operand">C.γ</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">w.n</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="function" preserve="true" args="3">if</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.275</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="285" left="54" top="6903" width="103" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.Hβ</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.275</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="286" left="54" top="6930" width="452" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Soucinitel nerovnomernosti zatizeni zubu po sirce pro ohyb: Kfβ</p>
|
||
</text>
|
||
</region>
|
||
<region id="287" left="54" top="6948" width="91" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Vyska zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="288" left="54" top="6966" width="167" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">h</e>
|
||
<e type="operand">h.a</e>
|
||
<e type="operand">h.f</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">mm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">3.9375</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="289" left="54" top="6993" width="241" height="50" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.bh_n</e>
|
||
<e type="operand">b.1</e>
|
||
<e type="operand">h</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">b.2</e>
|
||
<e type="operand">h</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">2</e>
|
||
<e type="function" preserve="true" args="4">mat</e>
|
||
<e type="function" preserve="true" args="1">min</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">5.4603</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="290" left="54" top="7038" width="216" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.bh</e>
|
||
<e type="operand">3</e>
|
||
<e type="operand">i.bh_n</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">1</e>
|
||
<e type="function" preserve="true" args="4">mat</e>
|
||
<e type="function" preserve="true" args="1">max</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">5.4603</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="291" left="54" top="7083" width="219" height="67" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">N.F</e>
|
||
<e type="operand">i.bh</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operand">1</e>
|
||
<e type="operand">i.bh</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">i.bh</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.8219</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="292" left="54" top="7164" width="164" height="45" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">K.Fβ</e>
|
||
<e type="operand">K.Hβ</e>
|
||
<e type="operand">N.F</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.221</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="293" left="54" top="7209" width="394" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p bold="true">Soucinintel souctove delky dotykovych krivek boku zubu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="294" left="54" top="7227" width="191" height="47" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">z.ε</e>
|
||
<e type="operand">4</e>
|
||
<e type="operand">ε.γ12</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="operand">3</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="function" preserve="true" args="1">sqrt</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.8954</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="295" left="54" top="7272" width="205" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Soucinitel vlivu zaberu profilu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="296" left="54" top="7290" width="83" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">β.b</e>
|
||
<e type="operand">0</e>
|
||
<e type="operand" style="unit">deg</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="297" left="54" top="7317" width="74" height="22" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">β</e>
|
||
<e type="operand">0</e>
|
||
<e type="operand" style="unit">deg</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region id="298" left="54" top="7335" width="275" height="46" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Y.ε</e>
|
||
<e type="operand">0.25</e>
|
||
<e type="operand">0.75</e>
|
||
<e type="operand">ε.γ12</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">β.b</e>
|
||
<e type="function" preserve="true" args="1">cos</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.7203</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="299" left="54" top="7380" width="417" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Soucinitel podilu zatizeni jednotlivych zubu v dotyku a ohybu:</p>
|
||
</text>
|
||
</region>
|
||
<region id="300" left="9" top="7407" width="695" height="646" color="#000000" bgColor="#ffffff">
|
||
<picture>
|
||
<raw format="png" 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</raw>
|
||
</picture>
|
||
</region>
|
||
<region id="301" left="9" top="8055" width="284" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Smerodatna obvodova sila v celni rovine:</p>
|
||
</text>
|
||
</region>
|
||
<region id="302" left="9" top="8073" width="270" height="30" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">F.tH</e>
|
||
<e type="operand">F.t1</e>
|
||
<e type="operand">K.A</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">K.V</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">K.Hβ</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">2145.9222</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region id="303" left="126" top="8397" width="138" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<text lang="eng">
|
||
<p>Pomocny soucinitel:</p>
|
||
</text>
|
||
</region>
|
||
<region id="304" left="126" top="8415" width="135" height="78" color="#000000" bgColor="#ffffff" fontSize="10">
|
||
<math>
|
||
<input>
|
||
<e type="operand">q.α</e>
|
||
<e type="operand">C.γ</e>
|
||
<e type="operand">f.pe</e>
|
||
<e type="operand">y.α</e>
|
||
<e type="operator" args="2">-</e>
|
||
<e type="bracket">(</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">F.tH</e>
|
||
<e type="operand">b.12</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
</regions> |