﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="1.1.8763.0"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>e0634d33-541b-4109-b374-f26257030ab7</id>
      <revision>15</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <approximateEqualAccuracy>0</approximateEqualAccuracy>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="39" right="39" top="49" bottom="49" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="1.1.8763.0" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="MathRegion" version="1.11.8763.0" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.8763.0" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="SpecialFunctions" version="1.12.8763.0" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="TextRegion" version="1.11.8763.0" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="X-Y Plot Region (JXCharts)" version="0.2.8747.29954" guid="c12231ec-4873-43c1-a7d0-a167ebd17066" />
      <assembly name="CoolProp Wrapper" version="6.4.8214.13502" guid="ca92ef03-c7da-4888-98ad-528482733e2f" />
    </dependencies>
  </settings>
  <regions type="content">
    <region left="0" top="0" width="737" height="107" color="#000000" fontSize="10">
      <text lang="rus" fontFamily="Arial" fontSize="10">
        <content>
          <p>Пример 3.2<br />В двигателе, работающем по циклу Дизеля, температура воздуха после адиабатного сжатия для обеспечения самопроизвольного возгорания топлива должна быть равна \[REGION[da7bd236a98e43c3a9986ad6ab20473d]]\.Определить, какой должна быть степень сжатия воздуха \[REGION[c33b9587e6f54615a89e88dbf4e9cf67]]\ если начальные параметры его \[REGION[239342e322b7483c8ef24fd43c97feb4]]\ и \[REGION[4bcd0c43e665407c84f5fb139a102195]]\</p>
        </content>
        <regions>
          <region id="da7bd236a98e43c3a9986ad6ab20473d" left="381" top="30" width="89" height="30" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">T.2</e>
                <e type="operand">630</e>
                <e type="operand" style="unit">°C</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
          <region id="c33b9587e6f54615a89e88dbf4e9cf67" left="102" top="53" width="56" height="53" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">ε</e>
                <e type="operand">v.1</e>
                <e type="operand">v.2</e>
                <e type="operator" args="2">/</e>
                <e type="operator" args="2">≡</e>
              </input>
            </math>
          </region>
          <region id="239342e322b7483c8ef24fd43c97feb4" left="356" top="67" width="97" height="30" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">p.1</e>
                <e type="operand">0.1</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="4bcd0c43e665407c84f5fb139a102195" left="461" top="67" width="81" height="30" color="#000000" fontSize="10">
            <math>
              <input>
                <e type="operand">T.1</e>
                <e type="operand">60</e>
                <e type="operand" style="unit">°C</e>
                <e type="operator" args="2">*</e>
                <e type="operator" args="2">:</e>
              </input>
            </math>
          </region>
        </regions>
      </text>
    </region>
    <region left="0" top="108" width="74" height="23" color="#000000" fontSize="10">
      <text lang="rus" fontFamily="Arial" fontSize="10">
        <content>
          <p>Решение </p>
        </content>
      </text>
    </region>
    <region left="0" top="144" width="86" height="24" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">wm</e>
          <e type="operand" style="string">Air</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="171" width="449" height="58" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">v.1</e>
          <e type="operand">1</e>
          <e type="operand" style="string">D</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p.1</e>
          <e type="operand" style="string">T</e>
          <e type="operand">T.1</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.9562</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">kg</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="0" top="225" width="447" height="41" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">s.1</e>
          <e type="operand" style="string">S</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p.1</e>
          <e type="operand" style="string">T</e>
          <e type="operand">T.1</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">kJ</e>
          <e type="operand" style="unit">kg</e>
          <e type="operand" style="unit">K</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
        </contract>
        <result action="numeric">
          <e type="operand">3.996</e>
        </result>
      </math>
    </region>
    <region left="0" top="270" width="60" height="30" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">s.2</e>
          <e type="operand">s.1</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="0" top="324" width="658" height="34" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">p.2</e>
          <e type="operand" style="string">T</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p</e>
          <e type="operand" style="string">S</e>
          <e type="operand">s.2</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operand">T.2</e>
          <e type="operator" args="2">-</e>
          <e type="operand">p</e>
          <e type="operand">1</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operand">6</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="4">solve</e>
          <e type="operand" style="unit">Pa</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">3.801</e>
        </result>
      </math>
    </region>
    <region left="9" top="378" width="310" height="208" color="#000000" bgColor="#ffffff" fontSize="10">
      <xyplot width="300" height="200" points="100" name="XYPlot">
        <chartstyle backcolor="White" bordercolor="Black" />
        <propertiessource index="1" sourcetype="PropertyGrid" />
        <grid gridcolor="LightGray" gridpattern="Dash" gridthickness="1" isxgrid="true" isygrid="true" isy2grid="false" />
        <xaxes xmin="-1.095864" xmax="10.6455" xtick="4" visible="True" decimalplaces="3" numberformat="General" />
        <yaxes ymin="-1019.832" ymax="1060.744" ytick="1000" visible="True" decimalplaces="3" numberformat="General" />
        <y2axes isy2axis="false" y2min="-1" y2max="1" y2tick="0.5" visible="True" decimalplaces="3" numberformat="General" />
        <title2d title="" titlefont="Arial, 10pt" titlefontcolor="Black" />
        <xylabel labelfont="Arial, 10pt" labelfontcolor="Black" tickfont="Arial, 8pt" tickfontcolor="Black" xlabel="" ylabel="" y2label="y2" />
        <legend isbordervisible="true" islegendvisible="false" legendbackcolor="White" legendbordercolor="Black" legendfont="Arial, 8pt" legendposition="NorthEast" textcolor="Black" />
        <traces>
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Lines" lineantialias="true" linecolor="Blue" linethickness="1" linepattern="Solid" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
          <trace seriesname="" isy2data="false" isvisible="true" plotmethod="Labels" lineantialias="true" linecolor="Red" linethickness="1" linepattern="Solid" symbolantialias="true" symbolsize="8" symboltype="None" symbolborderthickness="1" symbolbordercolor="Black" symbolfillcolor="White" />
        </traces>
        <input>
          <e type="operand" style="string">T</e>
          <e type="operand" style="string">P</e>
          <e type="operand">10</e>
          <e type="operand">6</e>
          <e type="operator" args="2">^</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="string">S</e>
          <e type="operand">s.2</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operand">T.2</e>
          <e type="operator" args="2">-</e>
          <e type="operand">p.2</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">/</e>
          <e type="operand" style="string">T</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p.2</e>
          <e type="operand" style="string">S</e>
          <e type="operand">s.2</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operand">T.2</e>
          <e type="operator" args="2">-</e>
          <e type="operand" style="string">o</e>
          <e type="function" args="3">augment</e>
          <e type="operand">2</e>
          <e type="operand">1</e>
          <e type="function" args="4">sys</e>
        </input>
      </xyplot>
    </region>
    <region left="0" top="693" width="439" height="32" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">p.2</e>
          <e type="operand" style="string">P</e>
          <e type="operand" style="string">T</e>
          <e type="operand">T.2</e>
          <e type="operand" style="string">S</e>
          <e type="operand">s.2</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">3.801</e>
        </result>
      </math>
    </region>
    <region left="0" top="738" width="457" height="58" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">v.2</e>
          <e type="operand">1</e>
          <e type="operand" style="string">D</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p.2</e>
          <e type="operand" style="string">T</e>
          <e type="operand">T.2</e>
          <e type="operand">wm</e>
          <e type="function" args="6">CoolProp_Props</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.06907</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operand" style="unit">kg</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="207" top="810" width="114" height="53" color="#000000" fontSize="10">
      <math significantDigitsMode="true">
        <input>
          <e type="operand">ε</e>
          <e type="operand">v.1</e>
          <e type="operand">v.2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">13.84</e>
        </result>
      </math>
    </region>
    <region left="27" top="855" width="171" height="23" color="#000000" fontSize="10">
      <text lang="rus" fontFamily="Times New Roman" fontSize="10">
        <content>
          <p>Mathcad and WaterSteamPro</p>
        </content>
      </text>
    </region>
    <region left="9" top="873" width="643" height="519" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
  </regions>
</worksheet>