The work done by expansion at constant temperature To of a particular system from a V volume Vo to a volume V is given by W = NkT, In. Vo We also know that, for this system, its entropy is : S= N k- Vo (T V. To 1. Calculate the Helmholtz free energy F of the system. 2. Determine the equation of state of the system. 3. Calculate the work done at an arbitrary temperature T by an expansion from volume V, to volume V.
The work done by expansion at constant temperature To of a particular system from a V volume Vo to a volume V is given by W = NkT, In. Vo We also know that, for this system, its entropy is : S= N k- Vo (T V. To 1. Calculate the Helmholtz free energy F of the system. 2. Determine the equation of state of the system. 3. Calculate the work done at an arbitrary temperature T by an expansion from volume V, to volume V.
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![The work done by expansion at constant temperature To of a particular system from a
V
volume Vo to a volume V is given by W = NkT, In
Vo
We also know that, for this system, its entropy is : S = Nk-
Vo (T
V To
1. Calculate the Helmholtz free energy F of the system.
2. Determine the equation of state of the system.
3. Calculate the work done at an arbitrary temperature T by an expansion from volume
Vo to volume V.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F85e4b871-9d1c-4ae2-b799-fb57954f3d49%2F7b6944e2-514e-4b03-b18a-46b312779311%2F6i550tq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The work done by expansion at constant temperature To of a particular system from a
V
volume Vo to a volume V is given by W = NkT, In
Vo
We also know that, for this system, its entropy is : S = Nk-
Vo (T
V To
1. Calculate the Helmholtz free energy F of the system.
2. Determine the equation of state of the system.
3. Calculate the work done at an arbitrary temperature T by an expansion from volume
Vo to volume V.
Expert Solution
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Step 1
In the given system, the temperature is constant, the process is isothermal.
The Helmholtz free energy F is given by
The Helmholtz free energy is
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