Magnetic Field (single, circular loop)
`B = k/c^2 2pi I b ^2( b ^2+ z ^2)^(-3/2)`
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The Magnetic Field (single, circular loop) is found using the following formula: `B=k/c^2 2piIb^2(b^2+z^2)^(-3/2)`, where:
- `B` = Magnetic Field created by a long, straight wire carrying current `I`
- `k` = Coulomb's Constant
- `pi` = 3.14159265358979323846264338327950288
- `c` = relativity constant (speed of light)
- `I` = current
- `b` = radius of the loop
- 'z' = distance of point from plane of loop
References
24.2 Calculating magnetic fields and forces by Benjamin Crowell, Light and Matter licensed under the Creative Commons Attribution-ShareAlike license.
This equation, Magnetic Field (single, circular loop), references 3 pages
Equations and Data Items
This equation, Magnetic Field (single, circular loop), is used in 2 pages
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