Translations:Thermodynamic and Mechanical Study/182/en: Difference between revisions

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<math>
<math>
\dot P_{LH}=
\dot P_{Lo}=
\frac{\gamma R\dot m_{\mathrm{out}}T_C
\frac{\gamma R\dot m_{\mathrm{out}}T_i
+(\gamma-1)(UA)_H(T_{H,\mathrm{res}}-T_H)
+(\gamma-1)(UA)_o(T_{o,\mathrm{res}}-T_o)
-\gamma P_{LH}\dot V_L}
-\gamma P_{Lo}\dot V_L}
{V_L+V_H}
{V_L+V_o}
.</math>
.</math>

Latest revision as of 16:59, 7 September 2026

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Message definition (Thermodynamic and Mechanical Study)
<math>
\dot P_{Lo}=
\frac{\gamma R\dot m_{\mathrm{out}}T_i
+(\gamma-1)(UA)_o(T_{o,\mathrm{res}}-T_o)
-\gamma P_{Lo}\dot V_L}
{V_L+V_o}
.</math>

P˙Lo=γRm˙outTi+(γ−1)(UA)o(To,res−To)−γPLoV˙LVL+Vo.

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