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          <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>
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          <p>Решение </p>
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          <e type="operand">v.1</e>
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          <e type="operand" style="string">D</e>
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          <e type="operand">p.1</e>
          <e type="operand" style="string">T</e>
          <e type="operand">T.1</e>
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          <e type="operator" args="2">:</e>
        </input>
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          <e type="operand">0.9562</e>
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          <e type="operand">3</e>
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          <e type="operand" style="unit">kg</e>
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          <e type="operand">#</e>
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          <e type="operand">p.2</e>
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          <e type="operand">T.2</e>
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          <e type="function" args="6">CoolProp_Props</e>
          <e type="operator" args="2">:</e>
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          <e type="operand" style="unit">MPa</e>
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          <e type="operand">3.801</e>
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          <e type="operand" style="string">D</e>
          <e type="operand" style="string">P</e>
          <e type="operand">p.2</e>
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          <e type="operator" args="2">:</e>
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          <e type="operand">0.06907</e>
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          <e type="operand">3</e>
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          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
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          <e type="operand">ε</e>
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          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
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          <p>Mathcad and WaterSteamPro</p>
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</raw>
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</worksheet>