作者: F. C. Goodrich
DOI: 10.1039/TF9686403403
关键词: Real algebraic geometry 、 Formalism (philosophy of mathematics) 、 Chemistry 、 Capillary action 、 Differential algebraic geometry 、 Linear equation 、 Algebraic number 、 Function field of an algebraic variety 、 Thermodynamics 、 Algebraic method
摘要: The geometric formalism devised by Gibbs in his development of capillary thermodynamics is replaced an algebraic method which no mention made mathematical dividing surfaces. results are therefore free the necessity invariance theorems concerning surfaces, and improve clarity Gibbs' presentation. Using methods, various excess quantities interrelated sets linear equations whose coefficients involve bulk phase properties only. Some new highly curved interfaces derived.