The thermodynamic relation expressing the change at temperature with volume at constant entropy is
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A sample of an ideal gas with initial pressure p and volume V is taken through an isothermal expansion proceed during which the change in entropy is found to be ΔS. The universal gas constant is R. Then, the work done by the gas is given by
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The Gibb’s potential is defined as :
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The thermodynamical relation expressing TdS equation.
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The thermodynamical potential enthalpy H = U + pV, then which of the following relation hold true?
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The combined form of first and second law of thermodynamics is given by (p = pressure, V = volume, T = temperature, U = internal energy, S = entropy, Q = quantity of heat)
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Helmholtz free energy in given as F = U – Ts then which of the relations hold true?
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The Gibb’s function G in thermodynamics is defined as
G = H – TS
In an isothermal, isobaric, reversible process, G
(where H = Enthalpy, T = Temperature, S = Entropy)
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Gibb’s thermodynamical potential can be represented as G = H – TS. Which relation hold true?
[Where H = Enthalpy, S = Entropy]
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The enthalpy of unit mass for any system is
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