Maxwell’s Equations - General Physics - Lecture Notes, Study notes of Physics

This algebra-based course covers basic concepts of physics including practical examples of the role of physics in other disciplines. The course is designed to develop physical intuition and problem-solving skills. This lecture includes: Maxwell's Equations, Electric Fields, Coulomb's Law, Monopoles, Magnetic Fields, Electromagnetic Waves, Transverse Waves, Electric and Magnetic Fields, Speed of Light, Electromagnetic Spectrum

Typology: Study notes

2012/2013

Uploaded on 08/30/2013

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Maxwell’s Equations (1865)
1. Electric fields result from electric charges
(Coulomb’s Law)
2. Magnetic fields are continuous (no magnetic
charges or monopoles)
3. Changing magnetic field produces an electric
field (Faraday’s Law of Induction)
4. Magnetic field is produced by an electric current
(Oersted, Ampere), or by a changing electric
field (Maxwell’s hypothesis)
Electromagnetic Waves (EM Wave)
1. No medium required for EM waves
2. Transverse waves that consist of oscillating
electric and magnetic fields, which are
perpendicular to each other and to the direction
of propagation
3. Electric and magnetic fields are in phase
Light is an electromagnetic wave with velocity c,
where s/mx.c
oo
8
10003
1
(free space value)
BcE
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Maxwell’s Equations (1865)

  1. Electric fields result from electric charges (Coulomb’s Law)
  2. Magnetic fields are continuous (no magnetic charges or monopoles)
  3. Changing magnetic field produces an electric field (Faraday’s Law of Induction)
  4. Magnetic field is produced by an electric current (Oersted, Ampere), or by a changing electric field (Maxwell’s hypothesis)

Electromagnetic Waves (EM Wave)

  1. No medium required for EM waves
  2. Transverse waves that consist of oscillating electric and magnetic fields, which are perpendicular to each other and to the direction of propagation
  3. Electric and magnetic fields are in phase

Light is an electromagnetic wave with velocity c,

where c. x m/s o o

 (free space value)

E cB

The relationship between the velocity, wavelength and frequency of an EM wave is the same as a sound wave

c  f 

Electromagnetic spectrum

EM waves with different frequencies (f), and wavelengths (), but same velocity (c).

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