A current of intensity "I" circulates through a closed wire of arbitrary shape in the presence of a uniform magnetic field B. Show explicitly that the total force that acts on the part of the wire from a point "a" to another point "b", is given by: F = IlxB where " " is the vector from "a" to "b".
A current of intensity "I" circulates through a closed wire of arbitrary shape in the presence of a uniform magnetic field B. Show explicitly that the total force that acts on the part of the wire from a point "a" to another point "b", is given by: F = IlxB where " " is the vector from "a" to "b".
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Transcribed Image Text:A current of intensity "I" circulates through a closed wire of arbitrary shape in the presence of a
uniform magnetic field B. Show explicitly that the total force that acts on the part of the wire from
a point "a" to another point "b", is given by: F = IlxB where " " is the vector from "a" to "b".
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