Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
Q1
Q2
First Exam 12/12/2005
Time allowed: 1 hour
Using the differential form of Gausss law ( . D = v ) derive in detail the integral form of
Gausss law?
(6 points)
Obta
The Hashemite University
Second Exam
Electrical Engineering Department
Electromagnetic I
second Sem. 07/08
Faculty of Engineering
Instructors: Dr. Omar Saraereh
Time: 1 hour
Q1: Planes x = 2 and y = -3, respectively, carry charges 10 nC/m2 and 15 nC/m2. I
The Hashemite University
Second Exam
Electrical Engineering Department
Electromagnetic I
First Sem. 06/07
Faculty of Engineering
Instructors: Dr. Omar Saraereh
Time: 1 hour
Q1: Two finite lines of charge, each carrying a charge density l , are parallel to
Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
Q1
Q2
Second Exam 23/07/2005
Time allowed: 1 hour
Using the differential form of Gausss law ( . D = v ) derive in detail the integral form of
Gausss law?
Obtain an expr
Department of Electrical and Computer Engineering
Module: Electromagnetic (I)
Second Exam 11/05/2006
Time: 1 hour
Instructor: Dr. Omar Saraereh
Q1: A wire of diameter 1mm and conductivity 5 10 7 S / m has 1029 free electrons/m3 when an
electric field of
Department of Electrical and Computer Engineering
Module: Electromagnetic (I)
First Exam 30/03/2006
Time: 1 hour
Instructor: Dr. Omar Saraereh
Q1: If A = 10 x 4 y + 6 z and B = 2 x + y , find:
i) The component of A along y
ii) The magnitude of 3 A B
iii
Department of Electrical and Computer Engineering
Module: Electromagnetic (I)
First Exam 29/10/2006
Time allowed: 1 hour
Instructor: Dr. Omar Saraereh
Q1:
Point P(-4, 2, 5) and the two vectors, A = 20 x + 18 y 10 z and B = 10 x + 8 y + 15 z , define
a t
Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
First Exam 07/11/2005
Time allowed: 1 hour
Q1
Using your own words, explain the following terms:
Scalar quantity, Dot product, Orthogonal coordinate system, Divergence
Department of Electrical and Computer Engineering
Module: Bioelectromagnetic (I)
First Exam 05/11/2006
Time: 1 hour
Instructor: Dr. Omar Saraereh
Q1: If A = 10 x 4 y + 6 z and B = 2 x + y , find:
i) The component of A along y
ii) The magnitude of 3 A B
The Hashemite University
First Exam
Electrical Engineering Department
Electromagnetic I
second Sem. 07/08
Faculty of Engineering
Instructors: Dr. Omar Saraereh
Time: 1 hour
Q1: Find a vector G whose magnitude is 4 and whose direction is perpendicular to b
The Hashemite University
Final Exam
Electrical Engineering Department
Electromagnetic I
second Sem. 06/07
Faculty of Engineering
Instructors: Dr. Omar Saraereh
Time: 2 hour
Q1: Complete the following statements:
(35 marks)
1) The angle at which line x = y
The Hashemite University
Final Exam
Electrical Engineering Department
Electromagnetic I
First Sem. 06/07
Faculty of Engineering
Instructors: Dr. Omar Saraereh
Time: 2 hour
Q1: Find a vector G whose magnitude is 4 and whose direction is perpendicular to bo
Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
Final Exam 25/01/2006
Time allowed: 2 hour
Q1 Complete the following statements:
(20 points)
1. Two vectors A and B are said to be equal if they have .
2. If a sphere of
Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
Final Exam 10/08/2006
Time allowed: 2 hour
Q1) A coaxial capacitor consists of two concentric, conducting,cylindrical surfaces, one of radius a
and another of radius b, a
Department of Electrical and Computer Engineering
Module 0404215 Electromagnetic (I)
Final Exam 08/06/2006
Time allowed: 2 hour
Q1) Given that F = x 2 x xz y y 2 z , calculate the circulation of F around the (closed) path
shown in Figure 1?
(10 points)
Fi