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Case II Temperature-Dependent Specific Heat Values

2 Case II Temperature-Dependent Specific Heat Values [Pg.76]

With the substitution of the functional relations for specific heats, these equations can be evaluated by carrying out the integration term by term. [Pg.77]

Using the procedure outlined for enthalpy, the integral equation (Equation 3.55b) is written by computing entropy change from a reference temperature as follows  [Pg.77]

The integral given by Equation 3.48 is evaluated for different gases over a range of temperatures and assuming a reference temperature of Tq = 20°C or 298 K. Table C.7 presents such integral values for some of the common ideal gases. [Pg.77]




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Case temperature

Heat value

Heating specific heat

Heating value

Specific heat

Specific heat temperature dependence

Specific heat, temperature dependent

Specification temperature

Specification value

Temperature-dependent heat

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