Master the core ideas of potential theory and electromagnetic phenomena with clear explanations and practical problems.
This edition surveys the Newtonian potential function and its applications to electrostatics and magnetism. It presents foundational concepts alongside worked problems to improve intuition and problem-solving.
- Foundational concepts of potential functions and Laplace's Equation
- Key results like Green's Theorem and Poisson's Equation applied to physical problems
- Applications to electromagnetism, including straight currents and magnetic fields
- Worked problems ranging from basic setups to network analyses such as inductive circuits and Wheatstone nets
Ideal for readers of classical physics and applied mathematics, and for students seeking a solid, problem‑driven introduction.