The relationship Cp - Cy = a?TV holds for any substance in the gaseous, liquid, or solid state. = , is the coefficient of thermal expansion and B is the isothermal v \əp/T a v \aT compressibility (compressibility coefficient). Show that for an ideal gas the equation reduces to Cp - Cy = R.

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Chapter1: Chemical Foundations
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The relationship Cp – Cy =
a?TV
holds for any substance in the gaseous, liquid, or solid state.
, is the coefficient of thermal expansion and B
1 (av
= - .
is the isothermal
a =
T
compressibility (compressibility coefficient). Show that for an ideal gas the equation reduces to
Ср — Су 3D R.
Transcribed Image Text:The relationship Cp – Cy = a?TV holds for any substance in the gaseous, liquid, or solid state. , is the coefficient of thermal expansion and B 1 (av = - . is the isothermal a = T compressibility (compressibility coefficient). Show that for an ideal gas the equation reduces to Ср — Су 3D R.
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