A Applied Mathematical Methods for Chemical Engineers, Second Edition, authored by Norman W. Loney, is a comprehensive resource designed for students and professionals in chemical engineering. Focusing on the application of mathematical methods to solve complex problems in process engineering, this edition builds upon its predecessor with enhanced coverage and practical examples.

The book begins with an introduction to differential equations commonly encountered in chemical engineering, followed by detailed exploration of first-order and linear second-order ordinary differential equations (ODEs). Further chapters delve into Sturm–Liouville problems, Fourier series, integrals, and linear partial differential equations (PDEs), providing a robust foundation for advanced problem-solving techniques.

Emphasizing the practical application of mathematical models, the author uses worked examples to illustrate how these methods can be effectively applied in various chemical engineering contexts. The text also covers regular perturbation theory and applications of PDEs related to conservation laws, offering insights into real-world scenarios faced by engineers.

The second edition includes new sections on two popular approaches for model development: shell balance and conservation law balance, expanding the reader’s understanding of modeling techniques. Additionally, discussions on dimensional analysis and scaling of boundary value problems are provided, along with explorations of selected numerical methods and software packages available for solving these problems.

With 472 pages packed with valuable content, this book serves as an essential tool for anyone seeking to enhance their mathematical skills in the context of chemical engineering. Whether used as a textbook or a reference guide, it offers a clear path towards mastering the mathematical methods critical for success in the field.