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This book is an electromagnetics classic. Originally published in 1941, it has been used by many generations of students, teachers, and researchers ever since. Since it is classic electromagnetics, every chapter continues to be referenced to this day.
This classic reissue contains the entire, original edition first published in 1941. Additionally, two new forewords by Dr. Paul E. Gray (former MIT President and colleague of Dr. Stratton) and another by Dr. Donald G. Dudley, Editor of the IEEE Press Series on E/M Waves on the significance of the book's contribution to the field of Electromagnetics. 

The Field Equations

Maxwell's Equations
Divergence of the Field Vectors
Macroscopic Properties of Matter
Units and Dimensions
The Electromagnetic Potentials
Boundary Conditions
Coordinate Systems
The Field Tensors

Stress and Energy

Stress and Strain in Elastic Media
Electrostatic Energy
Magnetostatic Energy
Energy Flow
Forces on a Dielectric in an Electrostatic Field
Forces in the Magnetostatic Field
Ferromagnetic Materials

The Electrostatic Field

General Properties of an Electrostatic Field
Calculation of the Field from the Charge Distribution
Expansion of the Potential in Spherical Harmonics
Dielectric Polarization
Discontinuities of Integrals Occurring in Potential Theory
Boundary-Value Problems
Problem of the Sphere
Problem of the Ellipsoid

The Magnetostatic Field

General Properties of a Magnetostatic Field
Calculation of the Field of a Current Distribution
A Digression on Units and Dimensions
Magnetic Polarization
Discontinuities of the Vectors A and B
Integration of the Equation [nabla] X [nabla] X A = [Mu]J
Boundary-Value Problems
Problem of the Ellipsoid
Magnetic Ellipsoid in a Parallel Field

Plane Waves in Unbounded, Isotropic Media

Propagation of Plane Waves
Dispersion
Velocities of Propagation

Cylindrical Waves

Equations of a Cylindrical Field
Wave Functions of the Circular Cylinder
Integral Representations of Wave Functions
The Addition Theorem for Circularly Cylindrical Waves
Wave Functions of the Elliptic Cylinder

Spherical Waves

The Vector Wave Equation
The Scalar Wave Equation in Spherical Coordinates
The Vector Wave Equation in Spherical Coordinates

Radiation

The Inhomogeneous Scalar Wave Equation
A Multipole Expansion
Radiation Theory of Linear Antenna Systems
The Kirchhoff-Huygens Principle
Four-Dimensional Formulation of the Radiation Problem

Boundary-Value Problems

General Theorems
Reflection and Refraction at a Plane Surface
Plane Sheets
Surface Waves
Propagation along a Circular Cylinder
Coaxial Lines
Oscillations of a Sphere
Diffraction of a Plane Wave by a Sphere
Effect of the Earth on the Propagation of Radio Waves


Appendix
Index 

JULIUS ADAMS STRATTON (1901?1994) had an SB, 1923, and SM, 1926, in electrical engineering, Massachusetts Institute of Technology; an ScD in mathematical physics, 1928, Eidgenossiche Technische Hochshule, Zurich, Switzerland; and was the eleventh president of MIT. Much of his research at MIT focused on the propagation of short electromagnetic waves. During World War II, he worked on the development of LORAN (Long Range Navigation) for planes and ships. He served as a consultant to Secretary of War Henry L. Stimson and chaired committees to improve all-weather flying systems and ground radar, fire control, and radar bombing equipment. He also helped plan the use of radar in the Normandy invasion. He was awarded the Medal of Merit for his services. He became MIT's first chancellor in 1956, acting president in 1957, and president in 1959. At his retirement in 1966, he was elected a life member of the MIT Corporation. A trustee of the Ford Foundation from 1955?1971, he served as its chairman from 1966 to 1971.