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Engineering ElectromagneticsThe Uniform Plane Wave Nguy ễ n Công Ph ươ ng... Wave Propagation in Free Space 2.. Wave Propagation in Free Space 2... Wave Propagation in Free Space 3... Wa

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Engineering Electromagnetics

The Uniform Plane Wave

Nguy ễ n Công Ph ươ ng

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I Introduction

II Vector Analysis

III Coulomb’s Law & Electric Field Intensity

IV Electric Flux Density, Gauss’ Law & Divergence

V Energy & Potential

VI Current & Conductors

VII Dielectrics & Capacitance

VIII Poisson’s & Laplace’s Equations

IX The Steady Magnetic Field

X Magnetic Forces & Inductance

XI Time – Varying Fields & Maxwell’s Equations

XII The Uniform Plane Wave

XIII Transmission Lines

XIV Plane Wave Reflection & Dispersion

XV Guided Waves & Radiation

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The Uniform Plane Wave

1 Wave Propagation in Free Space

2 Wave Propagation in Dielectrics

3 The Poynting Vector

4 Skin Effect

5 Wave Polarization

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Wave Propagation in Free Space (1)

0

.H =

0

∇ = .E

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Wave Propagation in Free Space (2)

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Wave Propagation in Free Space (3)

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Wave Propagation in Free Space (3)

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Wave Propagation in Free Space (4)

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Wave Propagation in Free Space (5)

xs

xs

d E

k E dz

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Wave Propagation in Free Space (6)

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Wave Propagation in Free Space (7)

0 0

x y

E H

µ ε

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The Uniform Plane Wave

1 Wave Propagation in Free Space

2 Wave Propagation in Dielectrics

3 The Poynting Vector

4 Skin Effect

5 Wave Polarization

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Wave Propagation in Dielectrics (1)

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Wave Propagation in Dielectrics (2)

1/ 2 2

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Wave Propagation in Dielectrics (3)

1/ 2 2

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Wave Propagation in Dielectrics (4)

0 0

x y

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Wave Propagation in Dielectrics (5)

Find the attenuation of a 2.5 GHz wave propagating in fresh water,

given ε’r = 78, ε’’r = 7, μr = 1.

Ex.

1/ 2 2

9 8

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Wave Propagation in Dielectrics (6)

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Wave Propagation in Dielectrics (7)

1/ 2 2

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Wave Propagation in Dielectrics (8)

1

ε ε

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Wave Propagation in Dielectrics (9)

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The Uniform Plane Wave

1 Wave Propagation in Free Space

2 Wave Propagation in Dielectrics

3 The Poynting Vector

4 Skin Effect

5 Wave Polarization

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The Poynting Vector (1)

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The Poynting Vector (2)

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The Poynting Vector (3)

1

[1 cos(2 )] 2

T x

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The Poynting Vector (4)

[cos(2 2 2 ) cos ] 2

z x

,

1

cos 2

z x

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The Uniform Plane Wave

1 Wave Propagation in Free Space

2 Wave Propagation in Dielectrics

3 The Poynting Vector

4 Skin Effect

5 Wave Polarization

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Skin Effect (2)

Dielectrics

Conductor 0

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H = η

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z x

S =   E × H  

2

2 / 0

2 2 / 0

1

cos

1 4

z x

av

z x

E

E e

δ δ

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Skin Effect (7)

/ / 0

(1 ) / 0

z jz

xs x

j z x

Conductor

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Skin Effect (8)

2

2

2 0

1 ( )

Conductor

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The Uniform Plane Wave

1 Wave Propagation in Free Space

2 Wave Propagation in Dielectrics

3 The Poynting Vector

4 Skin Effect

5 Wave Polarization

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Wave Polarization (1)

• In the previous sections, E & H are supposed to lie in

fix directions

• However, the directions of E & H within the plane

perpendicular to a z may change as functions of time and position

• λ, v p , S, …

• The instantaneous orientation of field vectors

• Wave polarization: its electric field vector orientation as

a function of time, at a fixed point in space

• H can be found from E

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Wave travel Observer

location

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