About This Book

Discover a comprehensive guide to Finite Element Method (FEM) with a unique focus on the variational approach, tailored for students and professionals in engineering disciplines. Authored by Prakash Mahadeo Dixit, this book delves into the derivation of 1-D FEM equations and explores their application across solid mechanics, fluid mechanics, and heat conduction problems. Advanced topics such as material nonlinearity, time-dependent issues, 2-D FEM derivations, and recent advancements such as isogeometric analysis are meticulously covered to provide a holistic understanding of modern finite element techniques.

With detailed insights into coding procedures and the integration of machine learning applications, this book serves as an invaluable resource for students, researchers, engineers, and educators seeking to deepen their understanding of FEM principles in the context of contemporary engineering challenges.

Target Audience

This book caters to a diverse audience including students and researchers in engineering, professionals in the field seeking advanced knowledge of FEM principles, and educators aiming to enhance their teaching materials with comprehensive resources on finite element methods.

Key Differentiators

• Unique focus on the variational approach to FEM, offering a solid theoretical foundation.
• Comprehensive coverage of both 1-D and 2-D problems across various engineering disciplines.
• Discussions on recent advancements in FEM, including machine learning and isogeometric analysis.
• Detailed guidance on coding procedures making it accessible for practical application.