MTH417 : Electromagnetic Theory (2017)

NATIONAL OPEN UNIVERSITY OF NIGERIA

Plot 91, Cadastral Zone, Nnamdi Azikwe Express Way, Jabi-Abuja

FACULTY OF SCIENCES

DEPARTMENT OF MATHEMATICS

July Examination 2017_1

 
Course Code: MTH417
Course Title: Electromagnetic Theory                                                                                                                                                                                                                                    Credit Unit: 3
Time Allowed: 3 Hours
Total: 70 Marks
INSTRUCTION: ANSWER QUESTION ONE(1) AND ANY OTHER 4 QUESTIONS
 
 
1.      (a)  Briefly explain Lorentz force                                                                                   (5 marks)
(b) Explain what constitutive relations in electromagnetic                                             (5 marks)
(c) State the four fundamental constitutive relationships that descry be electromagnetic input
(8 marks)
(d) State Maxwell’s equations                                                                                        (4 marks)
 
2.       (a)  State Gauss’s divergence theorem  and it’s  mathematical expression                    (6 marks)
(b) State Stokes theorem and it’   s mathematical expression                                         (6 marks)
 
3.  (a)  Explain Faraday’s electromagnetic induction                                                           (5 marks)
(b)  State the four Maxwell’s macroscopic equations.                                             (7 marks)
4. (a) Define Electromagnetic wave equation                                                           (3 marks)
(b) Derive wave equation for the electric field                                                      (9 marks)
5. (a)  Apply Gauss’s divergence theorem to the  first two Maxwell’s equations. Compare
their resulting equations                                        (12 marks)
 
6.  Explain briefly four Maxwell equations                                                                       (12 marks)
You can get the soft copy for this course or the exam summary answers for this course from 08039407882

Exam summary sample below

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