M. Reza Eslami Livres

Covering fundamental areas of mechanical engineering, this book delves into fluid mechanics, heat conduction, beams, and elasticity. It emphasizes finite element approximation through the elevation of elastic membranes and includes detailed derivations for mass, stiffness, and force matrices. The fluid mechanics section discusses both conventional and vorticity transport formulations for viscous incompressible flow. Additionally, it provides variational and Galerkin formulations for various problems and includes three C++ computer codes for solving elastic membrane issues, two-dimensional elasticity, and transient heat conduction.

The book explores the stability of structures in flexural theory across eight chapters, addressing mechanical and thermal loads. It examines various structural types, including those made from homogeneous, isotropic, or functionally graded materials. Key phenomena such as bifurcation and postbuckling behavior are analyzed, providing a comprehensive understanding of stability issues in structural engineering.

Focusing on both linear and non-linear thermal stress issues, this text provides comprehensive coverage of the subject, including a dedicated chapter on Creep Analysis. It features a variety of applications and includes solved problems throughout, along with additional exercises at the end of each chapter to reinforce understanding and application of the concepts discussed.

The book presents a thorough exploration of the mathematical principles of Elasticity and Thermal Stress by synthesizing content from three classic textbooks. It combines theory and practice, providing a wealth of problems, solutions, and exercises designed to deepen understanding of these critical concepts in engineering and applied mathematics.

Focusing on the field of Thermal Stresses, this comprehensive resource is designed for graduate students, researchers, and engineers, serving as both a textbook and a reference handbook. It integrates key areas such as Stress Analysis, Thermodynamics, and Applied Mathematics, ensuring a thorough understanding from basic to advanced concepts. The authors emphasize both classical methods and modern developments, making the text self-contained and accessible for readers with a foundational knowledge in Classical Mechanics and Mathematics. The book consists of ten chapters, covering a wide range of theoretical problems and literature references.

This book contains the elements of the theory and the problems of Elasticity and Thermal Stresses with full solutions. The emphasis is placed on problems and solutions and the book consists of four parts: one part is on The Mathematical Theory of Elasticity, two parts are on Thermal Stresses and one part is on Numerical Methods. The book is addressed to higher level undergraduate students, graduate students and engineers and it is an indispensable companion to all who study any of the books published earlier by the authors. This book links the three previously published books by the authors into one comprehensive entity.