13. Calculate the magnetic field at the centre of a coil carrying current of 5A, bend in the form of a square of side 4cm.
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a coil in the form of a square of side 2a carries a curent I.
Consider wire AB.
distance from C=a [Ref. image 1]
Now, magnetic field due to a finite wire carrying current I at a point is given by (at a distance r)
B=2πrμ0I(sin∝+sinB) [Ref. image 2]
So magnetic field at B due to AB:-
B1=4πaμ0I(sin45o+sin45o)
B1=4πaμ0I(2) [From geometry, ∝=β=45o]
Similarly, other wires contribute to same field in same direction given as:-
B=4B1=4×4πaμoI(2)
⇒B=2πaμ0I

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