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11 Nov 2019
Multivariable calculus review. Derive expressions for the partial derivatives (partial differential P/partial differential T)_V and (partial differential P/partial differential V)_T for the following equations of state for real gases. The parameters a and b are constants. (a) The van der Waals equation: P = nRT/V - nb - n^2 a/V^2 (b) The Dieterici equation (recall exp (x) is the same thing as e^x): P = nRT/V - nb exp [-na/RTV] (c) The Redlich-Kwong equation: P = nRT/V - nb - n^2 a/squareroot TV (V + b)
Multivariable calculus review. Derive expressions for the partial derivatives (partial differential P/partial differential T)_V and (partial differential P/partial differential V)_T for the following equations of state for real gases. The parameters a and b are constants. (a) The van der Waals equation: P = nRT/V - nb - n^2 a/V^2 (b) The Dieterici equation (recall exp (x) is the same thing as e^x): P = nRT/V - nb exp [-na/RTV] (c) The Redlich-Kwong equation: P = nRT/V - nb - n^2 a/squareroot TV (V + b)
Bunny GreenfelderLv2
19 Aug 2019