Two identical loop P & Q each of radius 5 cm are lying in Perpendicular plane such that they have a common centre. Find the Magnitude & direction of net Magnetic field at the common centre of the two coils , if they carry current equal to 3A & 4A respectively.
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Answered by
7
The magnetic field due to ring p at centre is
B1 = μ0/4pi 2pi I1 / R1
magnetic field due to ring Q at centre is
B = μ0/4pi * 2piI2/R2
therefore net field is given by
Bnet = (B1^2 + B2^2)1/2
[(μ0/4pi 2pi/2)^2(I1^2+ I2^2)]1/2
μ0/4pi 2pi/r (9+10)1/2
μ0/4pi * 2pi * 5/5*10^-2
4pi*10^-7*5/2*5*10^-2
Bnet = 2pi * 10^-15 wbm^-2
tan fi = B2/B1
μ0/4pi 2piI2/r * 4pi/μ0 r/
2piI1
I2/I1 = 3/4
fi = tan^-1 3/4
This is your answer
B1 = μ0/4pi 2pi I1 / R1
magnetic field due to ring Q at centre is
B = μ0/4pi * 2piI2/R2
therefore net field is given by
Bnet = (B1^2 + B2^2)1/2
[(μ0/4pi 2pi/2)^2(I1^2+ I2^2)]1/2
μ0/4pi 2pi/r (9+10)1/2
μ0/4pi * 2pi * 5/5*10^-2
4pi*10^-7*5/2*5*10^-2
Bnet = 2pi * 10^-15 wbm^-2
tan fi = B2/B1
μ0/4pi 2piI2/r * 4pi/μ0 r/
2piI1
I2/I1 = 3/4
fi = tan^-1 3/4
This is your answer
gaurav2421:
thanks
Answered by
4
Explanation:
this is correct answer
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