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23 Electromagnetic Waves

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23 Electromagnetic Waves. Principle. Faraday’s law: time-varying B -field creates E -field ( emf ) Maxwell: time-varying E -field generates B -field ( emf ). James C Maxwell British Scientist (1831 – 1879). EM waves were PREDICTED by J.C. Maxwell in 1865. Light is part of the EM wave - PowerPoint PPT Presentation
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23 Electromagnetic Waves
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Page 1: 23 Electromagnetic Waves

23 Electromagnetic Waves

Page 2: 23 Electromagnetic Waves

Principle

Faraday’s law: time-varying B-field creates E-field (emf)Maxwell: time-varying E-field generates B-field (emf)

EM waves were PREDICTED by J.C. Maxwell in 1865. Light is part of the EM wave

Heitz first detected the EM waves in 1887 after Maxwell died (1879).

Another great prediction(s) was made by Einstein from his General Relativity.

James C MaxwellBritish Scientist(1831 – 1879)

Heinrich R HertzGerman physicist(1857 –1894)

Page 3: 23 Electromagnetic Waves

Properties of EM Waves

1. Transverse Wave; Both E & B perpendicular to propagation, k. E, B and k follow the right-hand rule

2. EM waves can be created and travel in vacuum (no medium required) with unchanging speed c

3. E & B are in phase and E= cB

(in vacuum)

smc /1000.31 8

00

v = f

Page 4: 23 Electromagnetic Waves

EM Spectrum

Page 5: 23 Electromagnetic Waves

Images Taken in Different EM Wave Regions

Page 6: 23 Electromagnetic Waves

Sinusoidal Waves

kxtAx

T

tAtxy

sin2sin),(

Page 7: 23 Electromagnetic Waves

Energy in EM Waves

cutA

tuAc

tA

Vu

t

U

AS

uuEu

Ec

EB

BEuuu

BE

BE

1

)(

2

1

2

1

20

00

20

20

S: energy per unit area per unit time or power per unit area and the average value, Sav called intensity, I.

Page 8: 23 Electromagnetic Waves

Radiation Pressure

c

I

t

p

A

c

S

c

u

Vc

U

V

pc

Umcp

1 : Pressure Radiation

2

Page 9: 23 Electromagnetic Waves

Nature of Light: Wave-Particle Duality

Page 10: 23 Electromagnetic Waves

Wave Fronts

Geometric optics &Physical Optics

Rays & Waves

Page 11: 23 Electromagnetic Waves

Reflection & Refraction

Page 12: 23 Electromagnetic Waves

Index of Refraction & Snell’s LawNormal

Incident

Reflection

Refraction

a r

b

ra

bbaa nnv

cn

sinsin

Angles respect to normal lineAll the rays in same plane

nanb

Page 13: 23 Electromagnetic Waves

Experience: Driving & Reflections

Page 14: 23 Electromagnetic Waves

Value of Refractive Index

Air 1.0003

Page 15: 23 Electromagnetic Waves

Total Internal Reflection

ab

ab n

n sinsin

Critical angle: when b = 90o,

a = c = sin-1(na/nb)

90

c

Page 16: 23 Electromagnetic Waves

Dispersion: n= n()

Page 17: 23 Electromagnetic Waves

Polarization

Linear polarization

Circular polarization (left)

Page 18: 23 Electromagnetic Waves

Mirage, Blue Sky, & Traffic Lights

Page 19: 23 Electromagnetic Waves

Summary: EM Waves, Speed & Spectrum

Page 20: 23 Electromagnetic Waves

Sinusoidal Waves and Energy

Page 21: 23 Electromagnetic Waves

Nature of Light

Page 22: 23 Electromagnetic Waves

Reflection & Refraction

Total Internal Reflection:

Page 23: 23 Electromagnetic Waves

Reflection & Refraction: Animations

Animation of Refraction (rays)

Animation of Refraction (waves)

Page 24: 23 Electromagnetic Waves

Dispersion

Page 25: 23 Electromagnetic Waves

Polarization

Page 26: 23 Electromagnetic Waves

HomeworkCh 23 Problems: 3, 6, 13, 20, 26, 38, 45, and 49

Page 27: 23 Electromagnetic Waves

Test III Score Distribution

Correct Points

Nu

mb

er of Stu

den

ts

Your grade =points/16x100%


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