This volume investigates first-order partial differential equations by examining their application to a diverse array of physical systems. The book, usable independently of its predecessor, draws examples from numerous scientific and engineering fields. It commences with an analysis of pairs of quasilinear hyperbolic equations of the first order, then progresses to detailed explorations of multicomponent chromatography, complexities in counter-current moving-bed adsorbers, the adiabatic adsorption column, and chemical reactions within counter-current reactors. The text is designed for individuals with a solid undergraduate mathematics background, ideally including the first volume of this set.

This second volume of a highly regarded two-volume set is noted for its comprehensive coverage of first-order partial differential equations as applied to physical systems across various scientific and engineering disciplines. The text is structured to be accessible to those with a strong undergraduate mathematics foundation, with exercises integrated to reinforce learning. Its detailed explorations of complex topics like chromatography and chemical reactors make it a valuable resource for specialists and advanced students alike. The inclusion of numerous illustrations and indices further enhances its utility as a reference work.