An infinite current carrying conductor i...

An infinite current carrying conductor is bent into three segments as shown in the figure-4.228. if it carries current i, the m agnetic field at the origin is found to be `(mu_(o)l)/(rpia)(sqrt(x-1)hatj+hatk)`. The value of x is:

Similar Questions

Explore conceptually related problems

Shown in the figure is a conductor carrying a current i. the magnetic field at the origin is :

An infinite current carrying conductor is bent into three segment (1), (2) and (3) as shown in Fig. If it carries a current i, find the magnetic induction at the origin.

An infinite carrying conductor is bent into three segment (1), (2) and (3) as shown in Fig. If it carries a current i, find the magnetic induction at the origin.

An infinite straight current carrying conductor is bent into a circle as shown in the figure . If the radius of the circle is R , the magnetic field at the centre of the coil is :

A wire of infinite length bent as shown in figure carries current l. What is the magnetic field at the point P ?

The segment of wire shown in figure carries a current of i=5 A. The magnetic field (in Tesla) at the point P is

A current carrying wire is bent in the L shapes as shown in figure. The length of both arms extend to infinity. Then, the magnetic field at O is-

An infinite current carrying conductor is bent into three segments as shown in the figure-4.228. if it carries current i, the m agnetic field at the origin is found to be `(mu_(o)l)/(rpia)(sqrt(x-1)hatj+hatk)`. The value of x is:

Similar Questions

Recommended Questions