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Engineering Electromagnetics 1 0909.301.01 Fall 2004

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S. Mandayam/ EEMAG-1/ECE Dept./Rowan University. Engineering Electromagnetics 1. 0909.301.01 ... Bray and R. K. Stanley, Nondestructive Evaluation: A Tool in Design, ... – PowerPoint PPT presentation

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Title: Engineering Electromagnetics 1 0909.301.01 Fall 2004


1
Engineering Electromagnetics 10909.301.01 Fall
2004
Lecture 7bOctober 20, 2004
  • Shreekanth Mandayam
  • ECE Department
  • Rowan University
  • http//engineering.rowan.edu/shreek/fall04/eemag1
    /

2
Plan
  • Magnetostatics
  • Recall Governing Equations
  • Magnetic Force
  • B-H Curve
  • Quasistatics
  • Governing PDE
  • Skin depth
  • EMI demo
  • Course Review
  • Instructor Course Evaluation

3
EEMAG-1 Topics Today
4
Recall Magnetostatics Governing Equations
Recall Field due to a line current
dl
Is
f
ds
5
Poissons Equation
Vector Poissons Equation
Scalar Laplacian
6
Analogy
7
Lorentz Force Law
Force N
Magnetic Flux Density T
Velocity m s-1
Electric Field V m-1
Charge C
8
Motion of a Charge in a Uniform Magnetostatic
Field
Let
DEMOmotionbstat
9
The B-H Curve
B in T
Br
Hc
H in A m-1
10
Electromagnetic Phenomena
11
Governing PDE
12
Governing PDE (contd.)
13
Governing PDE (contd.)
Parabolic partial differential equation
14
Skin Depth
  • Skin depth (standard depth of penetration), d
    depth at which the current density is 1/e or
    36.8 of surface value
  • Effective depth of penetration 3 d

DEMOskineffect.m houseemiac.m
15
Skin Depth (contd.)
D. E. Bray and R. K. Stanley, Nondestructive
Evaluation A Tool in Design, Manufacturing and
Service, CRC Press, New York, 1997
16
Skin Depth (contd.)
D. E. Bray and R. K. Stanley, Nondestructive
Evaluation A Tool in Design, Manufacturing and
Service, CRC Press, New York, 1997
17
EEMAG-1 Course Objectives
  • Given a contemporary stastic/quasistatic
    electromagnetic device/system, the student
    should be able to
  • Write down the Maxwells equations that describe
    this device/system
  • Solve these equations for simple geometries using
    analytical techniques
  • Solve these equations for complex geometries
    using MATLAB

18
EEMAG-1 Topics
19
Summary
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