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          <p>Vordimensionierung einer Schraubenfeder </p>
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          <p>Preliminary sizing of a spring</p>
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          <p>Böge, A.: Formeln und Tabellen Maschinenbau, 2. Auflage 2009 </p>
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</raw>
      </picture>
    </region>
    <region left="0" top="36" width="131" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Das Buch gibt folgende Einheiten vor:</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Default units in the book</p>
        </content>
      </text>
    </region>
    <region left="27" top="63" width="55" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Größe </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Quantity</p>
        </content>
      </text>
    </region>
    <region left="135" top="63" width="53" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Symbol </p>
        </content>
      </text>
    </region>
    <region left="189" top="63" width="33" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Einheit </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Unit</p>
        </content>
      </text>
    </region>
    <region left="27" top="90" width="42" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Kraft </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Force</p>
        </content>
      </text>
    </region>
    <region left="135" top="90" width="20" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F</e>
        </input>
      </math>
    </region>
    <region left="189" top="90" width="18" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand" style="unit">N</e>
        </input>
      </math>
    </region>
    <region left="27" top="117" width="71" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Abmessungen </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Dimensions</p>
        </content>
      </text>
    </region>
    <region left="189" top="117" width="26" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand" style="unit">mm</e>
        </input>
      </math>
    </region>
    <region left="0" top="144" width="63" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Formulas </p>
        </content>
      </text>
    </region>
    <region left="0" top="171" width="96" height="62" color="#000000">
      <picture>
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      </picture>
    </region>
    <region left="135" top="180" width="199" height="53" color="#000000" fontSize="10">
      <text lang="eng" width="199" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>This is a physical value formula. It works for any dimensionally correct units of the specified variables.</p>
        </content>
      </text>
    </region>
    <region left="0" top="243" width="475" height="164" color="#000000">
      <picture>
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</raw>
      </picture>
    </region>
    <region left="486" top="243" width="260" height="83" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>This is a numerical value formula. It works if the symbols represent pure numerical values with respect to the units specification in the table to the right. Providing this table is mandatory for such formulas.</p>
        </content>
      </text>
    </region>
    <region left="486" top="342" width="249" height="70" color="#000000" fontSize="10">
      <text lang="eng" width="248" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Here you see a glitch in the matrix. If d just represents the numerical value and not the quantity it is strictly speaking not correct to write \[REGION[633fd628156b45ff9699a6e7f7377b1b]]\.</p>
        </content>
        <regions>
          <region id="633fd628156b45ff9699a6e7f7377b1b" left="2" top="45" width="64" height="24" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">d</e>
                <e type="operand">5</e>
                <e type="operand" style="unit">mm</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">&lt;</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="0" top="414" width="326" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Physikalische Größengleichung</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">Physical quantity equation with physical quantity variables. </p>
        </content>
      </text>
    </region>
    <region left="0" top="450" width="138" height="55" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d.erf</e>
          <e type="operand">8</e>
          <e type="operand">F</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D.m</e>
          <e type="operator" args="2">*</e>
          <e type="operand">π</e>
          <e type="operand">τ.i.zul</e>
          <e type="operator" args="2">*</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>
        </input>
      </math>
    </region>
    <region left="189" top="450" width="39" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d.erf</e>
        </input>
      </math>
    </region>
    <region left="243" top="450" width="127" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>erforderlicher Drahtdurchmesser</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Required wire diameter</p>
        </content>
      </text>
    </region>
    <region left="189" top="477" width="20" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F</e>
        </input>
      </math>
    </region>
    <region left="243" top="477" width="89" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximale Federkraft</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximum force</p>
        </content>
      </text>
    </region>
    <region left="189" top="504" width="26" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">D.m</e>
        </input>
      </math>
    </region>
    <region left="243" top="504" width="106" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>mittlerer Wicklungsdurchmesser</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Mean coil diameter</p>
        </content>
      </text>
    </region>
    <region left="189" top="531" width="52" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">τ.i.zul</e>
        </input>
      </math>
    </region>
    <region left="243" top="531" width="150" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>zulässige ideelle Schubspannung, abhängig vom Drahtdurchmesser</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Allowable ideal shear stress</p>
        </content>
      </text>
    </region>
    <region left="0" top="558" width="732" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>We define physical quantity variables and directly use the physical quantity equation. Any units can be used upon input definition and results display.</p>
        </content>
      </text>
    </region>
    <region left="0" top="585" width="66" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <input>
          <e type="operand">F</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">kN</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="90" top="585" width="81" height="30" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <input>
          <e type="operand">D.m</e>
          <e type="operand">20</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="189" top="585" width="122" height="30" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <input>
          <e type="operand">τ.i.zul</e>
          <e type="operand">600</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="0" top="621" width="107" height="30" border="true" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d.erf</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">4.39</e>
        </result>
      </math>
    </region>
    <region left="0" top="657" width="463" height="23" color="#000000" bgColor="#80ff80" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #80ff80;">Physical quantity equation and physical quantity variables, that's what SMath is designed for.</p>
        </content>
      </text>
    </region>
    <region left="0" top="684" width="300" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Zugeschnittene Größengleichung mit physikalischen Einheiten</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">Physical value variables and numerical value equation </p>
        </content>
      </text>
    </region>
    <region left="27" top="720" width="66" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</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 left="189" top="720" width="183" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Drahtdurchmesser </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Initial assumption for wire diameter</p>
        </content>
      </text>
    </region>
    <region left="27" top="747" width="139" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">D.a</e>
          <e type="operand">D.m</e>
          <e type="operand">d</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">24</e>
        </result>
      </math>
    </region>
    <region left="189" top="747" width="119" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Außendurchmesser </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>External coil diameter</p>
        </content>
      </text>
    </region>
    <region left="27" top="774" width="115" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">F.2</e>
          <e type="operand">F</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1000</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="189" top="774" width="89" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximalkraft </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximum force</p>
        </content>
      </text>
    </region>
    <region left="0" top="810" width="253" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Direct application of the numerical value equation</p>
        </content>
      </text>
    </region>
    <region left="9" top="837" width="183" height="43" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">k.1</e>
          <e type="operand">0.15</e>
          <e type="operand">d</e>
          <e type="operand">5</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand">0.16</e>
          <e type="function" args="3">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="207" top="846" width="74" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">k.1</e>
        </input>
        <result action="numeric">
          <e type="operand">0.15</e>
        </result>
      </math>
    </region>
    <region left="9" top="900" width="122" height="33" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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="189" top="900" width="141" height="93" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">0.433</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">m</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="operand" style="unit">s</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>
        </result>
      </math>
    </region>
    <region left="333" top="900" width="294" height="38" color="#000000" fontSize="10">
      <text lang="eng" width="286" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>The result has a strange unit because values with units are inserted in an equation that expects numerical values.</p>
        </content>
      </text>
    </region>
    <region left="630" top="900" width="105" height="68" color="#000000" bgColor="#ff8080" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ff8080;">This is particularly dangerous if the resulting unit isn't suspicious</p>
        </content>
      </text>
    </region>
    <region left="9" top="981" width="508" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Fix the problem by converting the physical quantities to numerical values (divide by the expected unit).</p>
        </content>
      </text>
    </region>
    <region left="9" top="1008" width="130" height="49" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">/</e>
          <e type="operand">D.a</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">/</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="324" top="1017" width="297" height="38" color="#000000" fontSize="10">
      <text lang="eng" width="285" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>This provided a numerical value. The unit follows from the unit conventions coming along with the equation.</p>
        </content>
      </text>
    </region>
    <region left="621" top="1017" width="108" height="68" color="#000000" bgColor="#ff8000" fontSize="10">
      <text lang="eng" width="102" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ff8000;">Not nice because you are mixing two concepts of variables.</p>
        </content>
      </text>
    </region>
    <region left="189" top="1026" width="68" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">4.33</e>
        </result>
      </math>
    </region>
    <region left="9" top="1062" width="130" height="49" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <content>
            <p>required wire diameter in mm</p>
          </content>
        </description>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">/</e>
          <e type="operand">D.a</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">/</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="324" top="1062" width="292" height="38" color="#000000" fontSize="10">
      <text lang="eng" width="292" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>To keep track of this without converting the result to a physical value, you could use the description mechanism.</p>
        </content>
      </text>
    </region>
    <region left="189" top="1107" width="68" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">4.33</e>
        </result>
      </math>
    </region>
    <region left="288" top="1107" width="379" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="function" args="1">description</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">required wire diameter in mm</e>
        </result>
      </math>
    </region>
    <region left="9" top="1152" width="163" height="51" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">/</e>
          <e type="operand">D.a</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">/</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="bracket">(</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="324" top="1152" width="285" height="53" color="#000000" fontSize="10">
      <text lang="eng" width="280" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>If you want to go on with a physical value variable, then provide the unit of the result as a factor in the equation. You can display it in whatever unit you want.</p>
        </content>
      </text>
    </region>
    <region left="612" top="1152" width="129" height="83" color="#000000" bgColor="#80ff80" fontSize="10">
      <text lang="eng" width="126" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>A straightforward and transparent way to use numerical value equations with physical value variables.</p>
        </content>
      </text>
    </region>
    <region left="189" top="1170" width="88" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">4.33</e>
        </result>
      </math>
    </region>
    <region left="189" top="1188" width="96" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <contract>
          <e type="operand" style="unit">cm</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.433</e>
        </result>
      </math>
    </region>
    <region left="9" top="1215" width="146" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">The "ignore units" option</p>
        </content>
      </text>
    </region>
    <region left="9" top="1242" width="723" height="38" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Was passiert, wenn "Maßeinheiten ignorieren" gesetzt wird?</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>SMath provides the option to "ignore units" in math regions. Let's see what we get using this. Note: The inout variables are still defined as physical quantities with value and unit. </p>
        </content>
      </text>
    </region>
    <region left="9" top="1305" width="102" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>In der Definition aktiv  </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Active in definition</p>
        </content>
      </text>
    </region>
    <region left="126" top="1305" width="122" height="33" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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="261" top="1305" width="100" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>in der Anzeige inaktiv</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Inactive in display</p>
        </content>
      </text>
    </region>
    <region left="342" top="1305" width="149" height="93" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">0.4327</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">m</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="operand" style="unit">s</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>
        </result>
      </math>
    </region>
    <region left="9" top="1350" width="122" height="38" color="#000000" fontSize="10">
      <text lang="ger" width="112" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>In der Definition aktiv, direkte Anzeige</p>
        </content>
      </text>
    </region>
    <region left="9" top="1395" width="112" height="38" color="#000000" fontSize="10">
      <text lang="ger" width="112" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Active in definition, direct display</p>
        </content>
      </text>
    </region>
    <region left="126" top="1404" width="187" height="33" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="333" top="1404" width="132" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>ohne Eintragung einer Einheit ins Ergebnis</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>No display unit specified</p>
        </content>
      </text>
    </region>
    <region left="126" top="1440" width="207" height="33" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="333" top="1440" width="149" height="68" color="#000000" fontSize="10">
      <text lang="ger" width="147" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Eintragung einer Einheit ins Ergebnis hat keine Auswirkung auf den Zahlenwert</p>
        </content>
      </text>
      <text lang="eng" width="147" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Specification of display unit doesn't affect the displayed numerical value. That's dangerous!</p>
        </content>
      </text>
    </region>
    <region left="126" top="1476" width="199" height="33" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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>
        <contract>
          <e type="operand" style="unit">m</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="9" top="1521" width="110" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>in Definition inaktiv</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Inactive in definition</p>
        </content>
      </text>
    </region>
    <region left="126" top="1521" width="122" height="33" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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="261" top="1521" width="92" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>in der Anzeige aktiv</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Active in display</p>
        </content>
      </text>
    </region>
    <region left="342" top="1530" width="149" height="93" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">0.4327</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">m</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="operand" style="unit">s</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>
        </result>
      </math>
    </region>
    <region left="495" top="1548" width="200" height="53" color="#000000" fontSize="10">
      <text lang="ger" width="200" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Einstellung hat keinen Einfluss</p>
        </content>
      </text>
      <text lang="eng" width="200" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>If no unit is specified, the units in the result aren't actually ignored, so what does "ignore units" mean here?</p>
        </content>
      </text>
    </region>
    <region left="342" top="1620" width="104" height="24" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="495" top="1620" width="219" height="53" color="#000000" fontSize="10">
      <text lang="ger" width="208" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Eintragung einer Einheit  hat  keine Auswirkung auf den Zahlenwert</p>
        </content>
      </text>
      <text lang="eng" width="208" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Specification of a unit is accepted and suppresses the weird stored unit but does not affect the numerical value.</p>
        </content>
      </text>
    </region>
    <region left="342" top="1647" width="96" height="24" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
        </input>
        <contract>
          <e type="operand" style="unit">m</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="342" top="1674" width="96" height="24" color="#000000" fontSize="10">
      <math ignoreUnits="true">
        <input>
          <e type="operand">d</e>
        </input>
        <contract>
          <e type="operand" style="unit">\0020\</e>
        </contract>
        <result action="numeric">
          <e type="operand">0.4327</e>
        </result>
      </math>
    </region>
    <region left="495" top="1674" width="244" height="38" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Leere Maßeinheit (Ctrl-K, Leertaste)</p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Here, an invisible unit is used (space character created using Ctrl-K and Spacebar)</p>
        </content>
      </text>
    </region>
    <region left="9" top="1701" width="235" height="23" color="#000000" bgColor="#ff8080" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ff8080;">Summary: Hands off the "ignore units" option.</p>
        </content>
      </text>
    </region>
    <region left="9" top="1746" width="314" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Zahlenwertvariable mit zugeschnittener Größengleichung </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="font-weight: bold; text-decoration: underline;">Numerical value equation with numerical value variables. </p>
        </content>
      </text>
    </region>
    <region left="9" top="1773" width="266" height="23" color="#000000" fontSize="10">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Zahlenwertvariable mit zugeschnittener Größengleichung </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p> First, we recall the units conventions from the book.</p>
        </content>
      </text>
    </region>
    <region left="45" top="1800" width="55" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Größe </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ffffff;">Quantity</p>
        </content>
      </text>
    </region>
    <region left="153" top="1800" width="53" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ffffff;">Symbol </p>
        </content>
      </text>
    </region>
    <region left="207" top="1800" width="33" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Einheit </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ffffff;">Unit</p>
        </content>
      </text>
    </region>
    <region left="45" top="1827" width="42" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Kraft </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ffffff;">Force</p>
        </content>
      </text>
    </region>
    <region left="153" top="1827" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">F</e>
        </input>
      </math>
    </region>
    <region left="207" top="1827" width="18" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand" style="unit">N</e>
        </input>
      </math>
    </region>
    <region left="45" top="1854" width="71" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Abmessungen </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ffffff;">Dimensions</p>
        </content>
      </text>
    </region>
    <region left="207" top="1854" width="26" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand" style="unit">mm</e>
        </input>
      </math>
    </region>
    <region left="18" top="1881" width="491" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>We define the variables using the numerical value only and annotate the unit using the description.</p>
        </content>
      </text>
    </region>
    <region left="27" top="1908" width="70" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>N</p>
          </content>
        </description>
        <input>
          <e type="operand">F</e>
          <e type="operand">1000</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="153" top="1908" width="60" height="30" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>mm</p>
          </content>
        </description>
        <input>
          <e type="operand">D.m</e>
          <e type="operand">20</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="261" top="1908" width="94" height="30" color="#000000" bgColor="#ffff80" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>MPa</p>
          </content>
        </description>
        <input>
          <e type="operand">τ.i.zul</e>
          <e type="operand">800</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="1944" width="46" height="24" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>mm</p>
          </content>
        </description>
        <input>
          <e type="operand">d</e>
          <e type="operand">4</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="225" top="1944" width="183" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Drahtdurchmesser </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Initial assumption for wire diameter</p>
        </content>
      </text>
    </region>
    <region left="27" top="1971" width="119" height="30" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>mm</p>
          </content>
        </description>
        <input>
          <e type="operand">D.a</e>
          <e type="operand">D.m</e>
          <e type="operand">d</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">24</e>
        </result>
      </math>
    </region>
    <region left="225" top="1971" width="119" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Außendurchmesser </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>External coil diameter</p>
        </content>
      </text>
    </region>
    <region left="27" top="1998" width="102" height="30" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>N</p>
          </content>
        </description>
        <input>
          <e type="operand">F.2</e>
          <e type="operand">F</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">1000</e>
        </result>
      </math>
    </region>
    <region left="225" top="1998" width="89" height="23" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximalkraft </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Maximum force</p>
        </content>
      </text>
    </region>
    <region left="27" top="2025" width="466" height="31" color="#000000" fontSize="10" isBreakable="false">
      <text lang="ger" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Abschätzung des erforderlichen Drahtdurchmessers </p>
        </content>
      </text>
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p>Estimate of the required wire diameter. We have to remove the unit from the definition of \[REGION[a17fce3389354c8cb33c7c8e7bce5d19]]\ </p>
        </content>
        <regions>
          <region id="a17fce3389354c8cb33c7c8e7bce5d19" left="432" top="0" width="26" height="30" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">k.1</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="36" top="2052" width="175" height="43" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">k.1</e>
          <e type="operand">0.15</e>
          <e type="operand">d</e>
          <e type="operand">5</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand">0.16</e>
          <e type="function" args="3">cases</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="333" top="2052" width="302" height="53" color="#000000" bgColor="#ff8000" fontSize="10">
      <text lang="eng" width="299" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #ff8000;">The definition of k is a physical quantity equation, while the definition of d is a numerical value equation. The books switches all the time between the concepts. </p>
        </content>
      </text>
    </region>
    <region left="234" top="2061" width="74" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">k.1</e>
        </input>
        <result action="numeric">
          <e type="operand">0.15</e>
        </result>
      </math>
    </region>
    <region left="36" top="2106" width="122" height="33" color="#000000" fontSize="10">
      <math>
        <description active="true" position="Right" lang="eng">
          <content>
            <p>mm</p>
          </content>
        </description>
        <input>
          <e type="operand">d</e>
          <e type="operand">k.1</e>
          <e type="operand">F.2</e>
          <e type="operand">D.a</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="216" top="2115" width="68" height="24" color="#000000" fontSize="10">
      <math decimalPlaces="3" significantDigitsMode="true" trailingZeros="true">
        <input>
          <e type="operand">d</e>
        </input>
        <result action="numeric">
          <e type="operand">4.33</e>
        </result>
      </math>
    </region>
    <region left="306" top="2115" width="171" height="26" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="function" args="1">description</e>
        </input>
        <result action="numeric">
          <e type="operand" style="string">mm</e>
        </result>
      </math>
    </region>
    <region left="18" top="2151" width="709" height="38" color="#000000" bgColor="#c0c0c0" fontSize="10">
      <text lang="eng" fontFamily="Arial Narrow" fontSize="10">
        <content>
          <p style="background-color: #c0c0c0;">Compact and close to textbook appearance. Yet the unit handling mechanism of SMath is totally bypassed and can't help to reveal errors in the equations.</p>
        </content>
      </text>
    </region>
  </regions>
</worksheet>