Question #217566
The force on differential length dl at point P in the conducting circular loop in
Figure 8.33 is
(a) Outward along OP
(b) Inward along OP
(c) In the direction of the magnetic field
(d) Tangential to the loop at P
1
Expert's answer
2021-07-16T08:45:15-0400

(a) out ward along OP

F=i(dl×B)=idlBsinθF=i(dl\times B)=idlBsin\theta

θ=90°F=idlBsin90°\theta=90°\\F=idlBsin90° =idlBidlB

Outward along OP correct option


(b)

Inward along the OP


F=idlBsinθ=idlBsin0°=0NF=idlBsin\theta=idlBsin0°=0N


Incorrect option

Option (c)

Maximum value



Bio sawart law


B=μ04πIdlsinθr2B=\frac{\mu_0 }{4\pi}\frac{I dlsin\theta}{r^2}

Where θ=90°\theta=90°

B=μ04πIdlr2B=\frac{\mu_0}{4\pi}\frac{I dl}{r^2}

dl=2πrdl=2\pi r

Put value

B=μ04πI2πrr2B=\frac{\mu_0}{4\pi}\frac{I 2\pi r}{r^2}

Bo=μ0l2πrB_{o}=\frac{\mu_0l}{2\pi r} \bigotimes

Direction of magnetic field into the loop tangent of the loop θ=90°\theta=90°

Magnetic field perpendicular to the distance.

Option (c) and (d) is incorrect option


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