What is the Constant Volume Specific Heat for Diatomic Gases?

AI Thread Summary
The discussion focuses on finding the constant volume specific heat (C_v) for diatomic gases. It highlights that C_v can be located in thermodynamic property tables, specifically in the column labeled with a subscript 'v'. The relationship between specific heats is established with the equation C_p - C_v = R, and the ratio C_p/C_v is expressed in terms of degrees of freedom (f). For diatomic gases, the degrees of freedom is typically 5 at room temperature, increasing to 7 at higher temperatures. Understanding these constants is crucial for thermodynamic calculations involving diatomic gases.
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Just trying to locate specific heat constants with constant volume (not pressure), any ideas where to find this?
 
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If you have a thermodynamic set of property tables it would be in the column with Cv (v should be a subscript) if you are looking at Cp that is the specific heat at constant pressure. They should be fairly close in most non-extreme conditions so becareful what your looking at
 
C_p : Specific Heat at constant pressure
C_v : Specific Heat at constant volume

Also C_p - C_v = R

\frac {C_p}{C_v} = lamda

where lamda = 1 + \frac {2}{f}

Where f=degrees of freedon

for monoatomic gas , f=3
for diatomic gas , f=3

You can solve for two expressions at the top to get Cp

BJ
 
One correction to Dr.Brain's post. f for diatomic gases is 5
 
quark said:
One correction to Dr.Brain's post. f for diatomic gases is 5
And that's only at around room temperature's where the vibrational degree of freedom is absent. At high temperatures, f will be 7 for diatomic gases.
 
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