Toggle navigation
E
ncyclo
R
eader
Preferences
About
Help
Table of Contents
1
Parent topics
2
Subtopics
3
Other related topics
4
Articles related by keyphrases (Bot populated)
Liénard–Wiechert potentials/Related Articles
From
Citizendium
- Reading time: 1 min
Main Article
Discussion
Related Articles
[?]
Bibliography
[?]
External Links
[?]
Citable Version
[?]
A list of
Citizendium
articles, and planned articles, about
Liénard–Wiechert potentials
.
See also
changes
related to
Liénard–Wiechert potentials
, or pages that
link to Liénard–Wiechert potentials
or
to this page
or whose text
contains "Liénard–Wiechert potentials"
.
Contents
1
Parent topics
2
Subtopics
3
Other related topics
4
Articles related by keyphrases (Bot populated)
Parent topics
[
edit
]
Maxwell equations
[
r
]
: Mathematical equations describing the interrelationship between electric and magnetic fields; dependence of the fields on electric charge- and current- densities.
[
e
]
Magnetic flux density
[
r
]
: A divergence-free electromagnetic field, denoted
B
, determining the
Lorentz force
upon a moving charge, and related to the
magnetic field
H
.
[
e
]
Magnetic field
[
r
]
: Vector field
H
caused by permanent magnets, conduction currents, and displacement currents.
[
e
]
Electric field
[
r
]
: force acting on an electric charge—a vector field.
[
e
]
Electric displacement
[
r
]
: a vector field
D
in a dielectric;
D
is proportional to the outer electric field
E
.
[
e
]
Subtopics
[
edit
]
Biot–Savart law
[
r
]
: Formula providing the
magnetic flux density
generated by a wire carrying a
direct current
as a function of distance from the wire.
[
e
]
Other related topics
[
edit
]
Lorentz force
[
r
]
: Force on an electrically charged particle that moves through a magnetic and an electric field.
[
e
]
Articles related by keyphrases (Bot populated)
[
edit
]
Density (disambiguation)
[
r
]
:
Add brief definition or description
Licensed under CC BY-SA 3.0 | Source:
https://citizendium.org/wiki/Liénard–Wiechert_potentials/Related_Articles
1 |
↧ Download this article as ZWI file