Maxwell’s equations are derived and applied to the study of topics including electrostatics, magnetostatics, propagation of electromagnetic waves in vacuum and matter, antennas, wave guides and cavities, microwave networks, electromagnetic waves in plasmas, and electric and magnetic properties of materials.
Knowledge of vector analysis, partial differential equations, Fourier analysis, and intermediate electromagnetics.
The course will emphasize the foundations of classical electrodynamics including the derivation of Maxwell's equations, discussion of topics such as static and time-varying fields in free space and constituent media, conservation laws, and gauge invariance, through the solution of problems that illustrate these topics.
This course is usually offered in the spring semester of each academic year at the JHU/APL campus.
Students should have a good knowledge of vector calculus and differential equations as well as undergraduate-level physics.
Homework problems will be assigned each week and collected at the beginning of the next class period. The solutions will then be discussed. The weekly homework will be graded with the main goal of determining whether the students are completing the assignments and also their degree of understanding. For most students, completion of the homework each week will be necessary in order to do well on the mid-term and final exams. Usually, both of these exams will be given in class during the week before mid-term break and the final class period, respectively.
Textbook information for this course is available online through the MBS Direct Virtual Bookstore.
There are no notes for this course.
(Last Modified: 06/12/2014 11:57:03 AM)