For a process, relation between temperature and volume is TV 3 = Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.

Question

Eshan · Answer

Dear student,

Assuming the gas to be an ideal gas, this relation is not possible for a monoatomic gas.

This is because if $TV^3=constant$ ,

$(PV)V^3=constant$
$\implies PV^4=constant$

Hence $\gamma=4$

However this value is not true for a monoatomic gas.
Only by knowing that the gas is monoatomic, we may know its molar heat capacity

$C_P=(\dfrac{f}{2}+1)R=\dfrac{5}{2}R$

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For a process, relation between temperature and volume is TV 3 = Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.

For a process, relation between temperature and volume is
TV³= Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.

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For a process, relation between temperature and volume is TV 3 = Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.

For a process, relation between temperature and volume isTV3= Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.

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For a process, relation between temperature and volume is
TV³= Constant. I f a monoatomic gas follows this process, find molar specific heat for this process.