The relative molecular mass of carbondioxide CO2 is 44. In an experiment, the value of γ for CO2 was found to be 1.3. Assuming that CO2 is a perfect gas, calculate the specific gas constant R and the specific heats at constant pressure cp and at constant volume, cv
Solution.
"M=44\\sdot10^{-3}kg\/mol;"
"\\gamma=1.3" ;
"R=\\dfrac{R_0}{M};"
"R=\\dfrac{8.31}{44\\sdot10^{-3}}=188.9J\/kgK;"
"C_V=\\dfrac{R}{\\gamma-1};"
"C_V=\\dfrac{188.9}{1.3-1}=629.7J\/kgK;"
"C_P-C_V=R\\implies C_p=R+C_V;"
"C_P=188.9+629.7=818.6J\/kgK;";
Answer: "R=188.9J\/kgK;"
"C_V=629.7J\/kgK;"
"C_P=818.6J\/kgK."
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