English, asked by gzhebjshdkdjdbihw, 19 days ago

10.4 Na2O.B2O3 and k2o b23 from complete ranges of solid and liquid solutions and the solid and liquid show a common minimum at the molar composition and T temperature 11 23 Kelvin calculate the molar Gibbs free energy of formation of the equimolar solid solution from the solid and need to be 23 and 1123 K assuming that liquid solution are ideal

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Answers

Answered by anishrajput9520
1

Answer:

Na2O·B2O3 and K2O·B2O3 form complete ranges of solid and liquid solutions and the solidus and liquidus show a common minimum at the equimolar composition and T=1123 K. Calculate the molar Gibbs free energy of formation of the equimolar solid solution from solid Na2O·B2O3 at 1123 K, assuming that the liquid solutions are ideal

Answered by Itzalishakhan
3

Answer:

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Explanation:

10.4 Na2O.B2O3 and k2o b23 from complete ranges of solid and liquid solutions and the solid and liquid show a common minimum at the molar composition and T temperature 11 23 Kelvin calculate the molar Gibbs free energy of formation of the equimolar solid solution from the solid and need to be 23 and 1123 K assuming that liquid solution are ideal

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