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How to determine the magnetic field due to a straight current-carrying conductor of finite size?
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Integrate Biot & Savart law.
The magnetic field due dB due to an element dL carrying a steady current I at a point P at a distance r from the current element is \[dB=(\mu0/4\pi) I *((dL*r)/r ^{3}))\]
How about a conductor of finite size?
Integrate this vector expresion
There is another one...The magnitude of the mag field at a distance R from a long straight wire carrying a current I is given by \[B=\mu0I/2\Pi r\]
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But this is the result for a wire of infinite length..
I am asking for finite length..
|dw:1359312769537:dw| then magnetic field at point p is given by\[B = \mu o I/4 \pi r ( \sin a + \sin b )\]
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