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Electromagnetic four-potential
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Relativistic electromagnetism
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Words: 393
Articles: 15
The four-potential combines the
electric potential
and
magnetic vector potential
as
A
μ
=
(
ϕ
/
c
,
A
)
. The electromagnetic four-potential
A
μ
transforms under
A
μ
↦
A
μ
+
∂
μ
χ
,
(41)
while the antisymmetric field tensor
F
μν
=
∂
μ
A
ν
−
∂
ν
A
μ
is unchanged.
Table of contents
393
15
Electromagnetic multipole expansion
Electromagnetic four-potential
31
Retarded electromagnetic potential
Electromagnetic four-potential
93
3
Retarded time
Retarded electromagnetic potential
42
1
Uniqueness of retarded time for a subluminal source
Retarded time
25
Lienard-Wiechert potentials
Retarded electromagnetic potential
24
Lorenz gauge
Electromagnetic four-potential
13
Electromagnetic field tensor
Electromagnetic four-potential
229
8
Lorentz force
Electromagnetic field tensor
108
3
E-cross-B drift
Lorentz force
25
Relativistic electromagnetic work-energy theorem
Lorentz force
30
Coordinate acceleration of a relativistic charged particle
Lorentz force
26
Electromagnetic field invariants
Electromagnetic field tensor
58
1
Null electromagnetic field
Electromagnetic field invariants
30
Electromagnetic stress-energy tensor
Electromagnetic field tensor
36
1
Null energy condition for the electromagnetic field
Electromagnetic stress-energy tensor
24
Ancestors
(5)
Relativistic electromagnetism
Electromagnetism
Branch of physics
Physics
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Incoming links
(2)
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