a long solenoid of radius 2 cm has 100 turns/cm and carries a current 5 ampere
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Its actually easy let PHi be the magentic flux
PHI=B1A2N2
here B1 = MUoN1i
here put N1 as 100 X 100 (because it is 100 turns per /cm )
and i = 5A
now N2=100 and A2 is area of the inside coil
THen PHIvalue in 19.76 X 10-4
E = dPHI/dT here dPHI = 2N2B1A2
therefore i = E/R = 2 X 19.76 X 10^-4 / /20 = 1.976 10^ -4
PHI=B1A2N2
here B1 = MUoN1i
here put N1 as 100 X 100 (because it is 100 turns per /cm )
and i = 5A
now N2=100 and A2 is area of the inside coil
THen PHIvalue in 19.76 X 10-4
E = dPHI/dT here dPHI = 2N2B1A2
therefore i = E/R = 2 X 19.76 X 10^-4 / /20 = 1.976 10^ -4
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