Dr. Gang Li is a professor and D. W. Reynolds Emerging Scholar of Mechanical Engineering at Clemson University. He was an awardee of the National Science Foundation Early Career Award. He is an Associate Editor of the Journal of Computational Electronics and has been serving on the ASME Committee on Computing in Applied Mechanics since 2007. Dr. Li's scholarly articles on computational mechanics and finite element method frequently appear in International Journal for Numerical Methods in Engineering, Computer Methods in Applied Mechanics and Engineering, and Journal of Applied Physics.

'From one of the experts in the field, this book on the finite element method is a comprehensive and thorough guide for graduate and senior undergraduate students. The book is engaging not just in content but also in delivery. Its focus on step-by-step explanation and implementation is particularly useful for helping students to connect the theory and practice. The reusable MATLAB® functions and programs that are integrated with the theoretical content reinforce the important components of FEA and provide a unique learning experience. Detailed description of numerical analysis and meshing techniques is also a major plus since these topics are barely covered in existing FEA textbooks. This introductory FEA book is suitable for students of all engineering majors.' Narayana Aluru, University of Illinois

• Preface; 1. Introduction; 2. Mathematical preliminaries; 3. Numerical analysis methods; 4. General procedure of FEA for linear static analysis: 1-D problems; 5. FEA for multi-dimensional scalar field problems; 6. Mesh generation; 7. FEA for multi-dimensional vector field problems; 8. Structural elements; 9. FEA for linear time-dependent analysis; Index.

Dr. Gang Li is a professor and D. W. Reynolds Emerging Scholar of Mechanical Engineering at Clemson University. He was an awardee of the National Science Foundation Early Career Award. He is an Associate Editor of the Journal of Computational Electronics and has been serving on the ASME Committee on Computing in Applied Mechanics since 2007. Dr. Li's scholarly articles on computational mechanics and finite element method frequently appear in International Journal for Numerical Methods in Engineering, Computer Methods in Applied Mechanics and Engineering, and Journal of Applied Physics.

'From one of the experts in the field, this book on the finite element method is a comprehensive and thorough guide for graduate and senior undergraduate students. The book is engaging not just in content but also in delivery. Its focus on step-by-step explanation and implementation is particularly useful for helping students to connect the theory and practice. The reusable MATLAB® functions and programs that are integrated with the theoretical content reinforce the important components of FEA and provide a unique learning experience. Detailed description of numerical analysis and meshing techniques is also a major plus since these topics are barely covered in existing FEA textbooks. This introductory FEA book is suitable for students of all engineering majors.' Narayana Aluru, University of Illinois

• Preface; 1. Introduction; 2. Mathematical preliminaries; 3. Numerical analysis methods; 4. General procedure of FEA for linear static analysis: 1-D problems; 5. FEA for multi-dimensional scalar field problems; 6. Mesh generation; 7. FEA for multi-dimensional vector field problems; 8. Structural elements; 9. FEA for linear time-dependent analysis; Index.

Dr. Gang Li is a professor and D. W. Reynolds Emerging Scholar of Mechanical Engineering at Clemson University. He was an awardee of the National Science Foundation Early Career Award. He is an Associate Editor of the Journal of Computational Electronics and has been serving on the ASME Committee on Computing in Applied Mechanics since 2007. Dr. Li's scholarly articles on computational mechanics and finite element method frequently appear in International Journal for Numerical Methods in Engineering, Computer Methods in Applied Mechanics and Engineering, and Journal of Applied Physics.

'From one of the experts in the field, this book on the finite element method is a comprehensive and thorough guide for graduate and senior undergraduate students. The book is engaging not just in content but also in delivery. Its focus on step-by-step explanation and implementation is particularly useful for helping students to connect the theory and practice. The reusable MATLAB® functions and programs that are integrated with the theoretical content reinforce the important components of FEA and provide a unique learning experience. Detailed description of numerical analysis and meshing techniques is also a major plus since these topics are barely covered in existing FEA textbooks. This introductory FEA book is suitable for students of all engineering majors.' Narayana Aluru, University of Illinois

• Preface; 1. Introduction; 2. Mathematical preliminaries; 3. Numerical analysis methods; 4. General procedure of FEA for linear static analysis: 1-D problems; 5. FEA for multi-dimensional scalar field problems; 6. Mesh generation; 7. FEA for multi-dimensional vector field problems; 8. Structural elements; 9. FEA for linear time-dependent analysis; Index.