About Us

Math shortcuts, Articles, worksheets, Exam tips, Question, Answers, FSc, BSc, MSc

More about us

Keep Connect with Us

  • =

Login to Your Account

Finite Element Methods for Electromagnetics by Stanley Humphries Jr




Finite Element Methods for Electromagnetics - Table of Contents

  • 1. Introduction
  • 2. Techniques for Numerical Field Solutions and numerical field solution discretization algorithms
  • 3. Matrix Methods for Field Solutions and matrix methods field equations linear solvers
  • 4. Finite-Difference Solutions and Regular Meshes and finite difference regular meshes grid generation
  • 5. Minimum-Energy Principles in Electrostatics and minimum energy principles variational electrostatics
  • 6. Finite-Element Electrostatic Solutions and finite element electrostatic solver formulation
  • 7. Finite-Element Magnetostatic Solutions and finite element magnetostatic vector potential
  • 8. Nonlinear and Anisotropic Materials and nonlinear permeability anisotropic electromagnetic media
  • 9. Analyzing Numerical Solutions
  • 10. Static Field Analysis and Applications
  • 11. Low-Frequency Electric and Magnetic Fields and low frequency eddy currents magnetic field diffusion
  • 12. Thermal Transport and Magnetic Field Diffusion
  • 13. Electromagnetic Fields in One Dimension
  • 14. Two- and Three-Dimensional Electromagnetic Simulations and 3d electromagnetic field simulation boundary conditions

What You Will Learn in Finite Element Methods for Electromagnetics

Finite Element Methods for Electromagnetics by Stanley Humphries Jr presents a comprehensive computational treatment of static, low-frequency, and dynamic field problems. Across 14 structured chapters, this work covers matrix methods, finite-difference meshes, minimum-energy principles, electrostatic and magnetostatic solutions, non-linear and anisotropic material modeling, low-frequency diffusion, thermal transport, and multi-dimensional simulation routines.

Author Stanley Humphries Jr emphasizes applied engineering design and computational implementations over purely abstract theory. Readers are guided step-by-step through energy functional minimizations, triangular mesh formulation, non-linear permeability modeling, eddy current diffusion, and boundary condition setup for two- and three-dimensional solvers.

Prized for its clear pedagogical style, physical intuition, and focus on practical engineering design, this monograph stands as one of the best finite element electromagnetics textbooks pdf available for study. It systematically equips computational engineers and applied physicists with essential field solver tools for mastering electromagnetic finite element simulations with confidence

Book Details & Specifications

Title: Finite Element Methods for Electromagnetics by Stanley Humphries Jr
Publisher: CRC Press
Year: 2010
Pages: 327
Type: PDF
Language: English
ISBN-10 #: 0849316685
ISBN-13 #: 978-0849316685
License: External Educational Resource
Amazon: Amazon

About the Author: Stanley Humphries, Jr.

The author Stanley Humphries, Jr. is a respected electrical engineer and physicist known for his work in "computational electromagnetics", "finite element analysis", "numerical field modeling", "plasma physics", and "engineering simulation". He served as a professor at the University of New Mexico and later became Professor Emeritus after decades of teaching and research. He has authored influential textbooks and developed widely used simulation software for electromagnetic and particle-beam systems. Humphries is also the founder of Field Precision LLC and a Fellow of major scientific societies, recognized for bridging theory, computation, and real-world engineering applications.


Free Numerical Analysis Books PDF | Download Computational Guides

Finite Element Analysis - David Moratal | Free PDF Download
Download Finite Element Analysis by David Moratal. Master FEA theory mesh generation structural mechanics fluid dynamics biomedical applications.
Algorithms for Sparse Linear Systems - Jennifer Scott
It presents classical techniques for complete factorizations. And solving large systems of linear equations where most element are zero.
The Art of Polynomial Interpolation - Stuart Murphy
Learn polynomial interpolation with Stuart Murphy’s book, exploring methods, applications, and data fitting through clear examples.
Computational Incompressible Flow - Johan Hoffman | PDF
Download Computational Incompressible Flow by Hoffman and Johnson. Master Navier-Stokes equations, G2 adaptive DNS/LES, and d'Alembert's paradox.
Templates for the Solution of Linear Systems - Barrett
Templates for the Solution of Linear Systems by Barrett is a practical guide to iterative methods and solver selection for large sparse systems.

Mathematics Book Categories

.