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The Structure of a Thermodynamic Application

In our case, the task is to calculate the amount of work required to compress a gas at pressure and temperature f to a pressure P2. We turn to the first law in the version of Equation 2.7, which allows us to translate the original, technical, question into one of thermodynamics  [Pg.18]

We assume that the compression is adiabatic it will take place without exchange of heat with the environment, Qout = 0. So the first law tells us that Win is known if we know the change in enthalpy of the gas. For this we need to know how the gas enthalpy is a function of pressure and temperature. [Pg.19]

Assuming, for simplicity, that the gas behaves like an ideal gas, for which the enthalpy is not a function of pressure, we end up with the relation [Pg.19]

we assume that the process takes place reversibly, and thus [Pg.20]

With the assumptions that the gas behaves as an ideal gas and c is not a function of temperature, we may write [Pg.20]


See other pages where The Structure of a Thermodynamic Application is mentioned: [Pg.18]    [Pg.19]   


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