685 lines
72 KiB
XML
685 lines
72 KiB
XML
<?xml version="1.0" encoding="utf-8" standalone="yes"?>
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<?application progid="SMath Studio настольная" version="1.1.8763.0"?>
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<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
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<settings ppi="96">
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<identity>
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<id>76c7d063-d9e9-47f2-b0e8-4fcf2b0b333b</id>
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<revision>20</revision>
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</identity>
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<calculation>
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<precision>4</precision>
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<exponentialThreshold>5</exponentialThreshold>
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<trailingZeros>false</trailingZeros>
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<significantDigitsMode>false</significantDigitsMode>
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<roundingMode>0</roundingMode>
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<approximateEqualAccuracy>0</approximateEqualAccuracy>
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<fractions>decimal</fractions>
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</calculation>
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<pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
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<paper id="9" orientation="Portrait" width="827" height="1169" />
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<margins left="39" right="39" top="49" bottom="49" />
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<header alignment="Center" color="#a9a9a9">&[DATE] &[TIME] - &[FILENAME]</header>
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<footer alignment="Center" color="#a9a9a9">&[PAGENUM] / &[COUNT]</footer>
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<backgrounds />
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</pageModel>
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<dependencies>
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<assembly name="SMath Studio настольная" version="1.1.8763.0" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
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<assembly name="MathRegion" version="1.11.8763.0" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
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<assembly name="PictureRegion" version="1.10.8763.0" guid="06b5df04-393e-4be7-9107-305196fcb861" />
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<assembly name="TextRegion" version="1.11.8763.0" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
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</dependencies>
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</settings>
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<regions type="content">
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<region left="162" top="0" width="517" height="38" color="#000000" fontSize="20">
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<text lang="rus" fontFamily="Arial" fontSize="10">
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<content>
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<p style="font-size: 20px;">Расчёт крестовины карданной передачи</p>
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</content>
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</text>
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</region>
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<region left="0" top="36" width="739" height="393" color="#000000">
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<picture>
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</raw>
|
||
</picture>
|
||
</region>
|
||
<region left="0" top="423" width="724" height="155" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="10">
|
||
<content>
|
||
<p style="font-size: 14px;">Размеры крестовины определяют размеры всего карданного шарнира. Размеры крестовины находят из условий, что крестовина не будет иметь остаточных деформаций под действием меньшей из величин максимального расчетного крутящего момента на карданном валу, определенного по двигателю или по сцеплению. <br />Высоту крестовины карданного шарнира по шипам, исходя из максимального крутящего момента по двигателю, определяют по эмпирической формуле:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="279" top="576" width="150" height="43" color="#000000" fontSize="14">
|
||
<math ignoreUnits="true">
|
||
<input>
|
||
<e type="operand">H</e>
|
||
<e type="operand">1.57</e>
|
||
<e type="operand">M.e</e>
|
||
<e type="operand">3</e>
|
||
<e type="function" args="2">nthroot</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="0" top="612" width="563" height="29" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="10">
|
||
<content>
|
||
<p style="font-size: 14px;">где Н – высота крестовины карданного шарнира по шипам, см.</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="648" width="115" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">M.e</e>
|
||
<e type="operand">71</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="117" top="648" width="398" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Максимальный крутящий момент двигателя</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="693" width="142" height="30" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math ignoreUnits="true">
|
||
<input>
|
||
<e type="operand">H</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">cm</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">6.5011</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="0" top="720" width="343" height="29" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Параметры крестовины RM 800 DUO:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="747" width="109" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">l.ш</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 left="9" top="783" width="100" height="30" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">H</e>
|
||
<e type="operand">60</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="810" width="109" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">d.ш</e>
|
||
<e type="operand">19</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="846" width="109" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">H.1</e>
|
||
<e type="operand">45</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="882" width="100" height="30" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">B</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>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="918" width="100" height="30" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">D</e>
|
||
<e type="operand">28</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="135" top="945" width="621" height="50" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Максимальный крутящий момент на карданном валу, передаваемый по сцеплению колес</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="954" width="126" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">М.к</e>
|
||
<e type="operand">611</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="1053" width="719" height="71" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Шипы крестовины карданного шарнира рассчитывают по напряжениям изгиба и среза. Напряжение изгиба шипа σи, Па, в опасном сечении А–А определяют по формуле [1]:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="288" top="1116" width="136" height="69" color="#000000" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.и</e>
|
||
<e type="operand">Q.max</e>
|
||
<e type="operand">l.ш</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">W.ш</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="18" top="1170" width="219" height="61" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">r</e>
|
||
<e type="operand">H</e>
|
||
<e type="operand">H.1</e>
|
||
<e type="operator" args="2">+</e>
|
||
<e type="operand">4</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0262</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="234" top="1188" width="391" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Плечо приложения максимальной нагрузки</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1242" width="89" height="30" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">γ</e>
|
||
<e type="operand">16</e>
|
||
<e type="operand" style="unit">°</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="108" top="1242" width="308" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Угол работы карданной передачи</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1287" width="344" height="63" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Q.max</e>
|
||
<e type="operand">М.к</e>
|
||
<e type="operand">2</e>
|
||
<e type="operand">r</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">γ</e>
|
||
<e type="function" 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">12107.1039</e>
|
||
<e type="operand" style="unit">N</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="360" top="1296" width="222" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Максимальная нагрузка</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1359" width="309" height="77" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">W.ш</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">d.ш</e>
|
||
<e type="operand">3</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">32</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">6.7338</e>
|
||
<e type="operand">10</e>
|
||
<e type="operand">7</e>
|
||
<e type="operator" args="1">-</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operand">3</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="333" top="1395" width="407" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Момент сопротивления сечения шипа изгибу</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1449" width="184" height="38" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.и</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">224.7448</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="198" top="1449" width="185" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Напряжение изгиба</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1485" width="149" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">σ.доп</e>
|
||
<e type="operand">300</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="189" top="1485" width="301" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Допускаемое напряжение изгиба</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="18" top="1521" width="192" height="69" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">k.σ</e>
|
||
<e type="operand">σ.доп</e>
|
||
<e type="operand">σ.и</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.3348</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="207" top="1539" width="295" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Коэффициент запаса прочности</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="1593" width="320" height="60" color="#000000" bgColor="#80ff80" fontSize="14">
|
||
<text lang="rus" width="314" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p style="background-color: #80ff80;"> Условия прочности выполняются. \[REGION[1e44c4ea1ff64f008582802b79bb0f78]]\</p>
|
||
</content>
|
||
<regions>
|
||
<region id="1e44c4ea1ff64f008582802b79bb0f78" left="2" top="21" width="123" height="38" color="#000000" bgColor="#80ff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">k.σ</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.3348</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
</regions>
|
||
</text>
|
||
</region>
|
||
<region left="612" top="1629" width="116" height="84" color="#000000" fontSize="14">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">τ</e>
|
||
<e type="operand">4</e>
|
||
<e type="operand">Q.max</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">π</e>
|
||
<e type="operand">d.ш</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>
|
||
</math>
|
||
</region>
|
||
<region left="9" top="1647" width="587" height="29" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Напряжение среза шипа крестовины определяют по формуле [1]:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="1674" width="164" height="30" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">τ</e>
|
||
</input>
|
||
<contract>
|
||
<e type="operand" style="unit">MPa</e>
|
||
</contract>
|
||
<result action="numeric">
|
||
<e type="operand">42.7015</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="171" top="1674" width="228" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Напряжение среза шипа</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="1710" width="138" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">τ.доп</e>
|
||
<e type="operand">80</e>
|
||
<e type="operand" style="unit">MPa</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="162" top="1710" width="293" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Допускаемое напряжение среза</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="1746" width="192" height="61" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">k.τ</e>
|
||
<e type="operand">τ.доп</e>
|
||
<e type="operand">τ</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.8735</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="198" top="1764" width="295" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Коэффициент запаса прочности</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="9" top="1800" width="789" height="39" color="#000000" bgColor="#80ff80" fontSize="14">
|
||
<text lang="rus" width="789" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p style="background-color: #80ff80;">Условия прочности выполняются. \[REGION[8483594ad89f4bbeb74b994e49b5d777]]\</p>
|
||
</content>
|
||
<regions>
|
||
<region id="8483594ad89f4bbeb74b994e49b5d777" left="302" top="0" width="123" height="38" color="#000000" bgColor="#80ff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">k.τ</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">1.8735</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
</regions>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2124" width="756" height="38" color="#000000" fontSize="20">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p style="font-size: 20px;">Проверка игольчатого подшипника на допустимую нагрузку</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2169" width="405" height="29" color="#000000" fontSize="14" isBreakable="false">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Параметра подшипника игольчатого 804704:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2205" width="80" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Z.и</e>
|
||
<e type="operand">26</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="81" top="2205" width="127" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>число иголок</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2241" width="98" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">D.и</e>
|
||
<e type="operand">3</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="126" top="2241" width="150" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>диаметр иголок</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2277" width="109" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">l.и</e>
|
||
<e type="operand">18</e>
|
||
<e type="operand" style="unit">mm</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="135" top="2277" width="129" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>длина иголок</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2313" width="103" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">n.m</e>
|
||
<e type="operand">6000</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="108" top="2313" width="523" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>обороты двигателя при максимальном крутящем моменте</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2349" width="125" height="38" color="#000000" bgColor="#ffff80" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">i.i</e>
|
||
<e type="operand">18.135</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="135" top="2349" width="417" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>передаточное число на пониженной передаче</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2394" width="93" height="38" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math error="2" errorLocation="0">
|
||
<input>
|
||
<e type="operand">Q.maxн</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">#</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="225" top="2394" width="222" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Максимальная нагрузка</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2439" width="726" height="50" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Максимальная допускаемая нагрузка на игольчатый поднипник определяется по формуле [1]:</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="234" top="2502" width="216" height="103" color="#000000" fontSize="14">
|
||
<math optimize="2">
|
||
<input>
|
||
<e type="operand">Q.доп</e>
|
||
<e type="operand">7.8</e>
|
||
<e type="operand">Z.и</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">D.и</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">l.и</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">n.m</e>
|
||
<e type="operand">γ</e>
|
||
<e type="function" args="1">tan</e>
|
||
<e type="operator" args="2">*</e>
|
||
<e type="operand">i.i</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operand">3</e>
|
||
<e type="function" args="2">nthroot</e>
|
||
<e type="operator" args="2">/</e>
|
||
<e type="operator" args="2">:</e>
|
||
</input>
|
||
</math>
|
||
</region>
|
||
<region left="0" top="2637" width="172" height="53" color="#000000" bgColor="#80ffff" fontSize="14">
|
||
<math>
|
||
<input>
|
||
<e type="operand">Q.доп</e>
|
||
</input>
|
||
<result action="numeric">
|
||
<e type="operand">0.0024</e>
|
||
<e type="operand" style="unit">m</e>
|
||
<e type="operand">2</e>
|
||
<e type="operator" args="2">^</e>
|
||
<e type="operator" args="2">*</e>
|
||
</result>
|
||
</math>
|
||
</region>
|
||
<region left="225" top="2646" width="208" height="29" border="true" color="#000000" fontSize="14">
|
||
<text lang="rus" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>Допускаемая нагрузка</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
<region left="0" top="2727" width="777" height="50" color="#000000" bgColor="#80ff80" fontSize="14">
|
||
<text lang="rus" width="771" fontFamily="Arial" fontSize="14">
|
||
<content>
|
||
<p>
|
||
<span style="background-color: #80ff80;">Максимальная нагрузка не превышает допускаемую. </span>
|
||
<span style="background-color: #80ff80;">Условия прочности выполняются.<br /></span>
|
||
<span style="background-color: #80ff80;">Коэффициент запаса 1,03.</span>
|
||
<span />
|
||
</p>
|
||
</content>
|
||
</text>
|
||
</region>
|
||
</regions>
|
||
</worksheet> |