Magnetic properties of Conics

Consider two current carrying conductors, Both carrying current I.

One of the conductor is in shape of an ellipse with semi-major axis a and semi minor axis b. Let magnetic field due to this conductor at one of its focus be B e { B }_{ e }

The shape of the other conductor is a circle with radius R. The magnetic field due to this conductor at its center is B c { B }_{ c }

Find B e B c \frac { { B }_{ e } }{ { B }_{ c } }

Given

a = 5 m a=5\quad m

b = 1 m b=1\quad m

R = 5 m R=5\quad m

All units are in SI units


The answer is 25.

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1 solution

Zerocool 141
Apr 17, 2017

magnetic field at the focus of any concic carrying current i is given by
uoi/2p where p is lenght if semi latus rectum of conic

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