Condition to be satisfied for a and phases to be in equilibrium in a two-...
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Condition to be satisfied for a and ß phases to be in equilibrium in a two- component (A and B) system at constant temperature and pressure is (Given: µ is the chemical potential) entropy of the system should be maximum Gibbs energy В Gibbs energy of the system should be minimum and µª = µ², µg = μB (A) (B) (C) (D) Helmholtz energy should be minimum B of the system should be minimum and µ = μ², μ²₁ = μ² Condition to be satisfied for a and ß phases to be in equilibrium in a two- component (A and B) system at constant temperature and pressure is (Given: µ is the chemical potential) entropy of the system should be maximum Gibbs energy В Gibbs energy of the system should be minimum and µª = µ², µg = μB (A) (B) (C) (D) Helmholtz energy should be minimum B of the system should be minimum and µ = μ², μ²₁ = μ²
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Related Book For
An Introduction to Statistical Methods and Data Analysis
ISBN: 978-1305269477
7th edition
Authors: R. Lyman Ott, Micheal T. Longnecker
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