Two identical coils are wound on a ring-shaped iron core that has a relative permeability of 500. Each coil has 100 turns, and the core dimensions are: crosssectional area A=3 cm2 and magnetic path length l=20cm. Assume k=0.5. Calculate: a. Mutual inductance b. Total inductance in series

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A: L=μ0N2AL    =μ0N2πd24L=4π×10-7  H/m6423.141.20 cm1 m100 cm248 cm1 m100 cm=72.7×10-7 H1 μH10-6…

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Q: The inductance of a closely packed coil of 500 turns is 11 mH. Calculate the magnetic flux through…

A: Magnetic flux.

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A: Answer                0.302

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Q: In the figure, a 110-turn coil of radius 2.10 cm and resistance 6.80 N is coaxial with a solenoid of…

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Q: An inductor of L = 7.75 H with negligible resistance is placed in series with a 8 = 12.1 V battery,…

A: In the seriesL and RV=VR+VLV=IR+LdIdtI(t)=VR1-e-RtLt=0,I0=VR(1-e)I0=0given that,v=12.1 vR=3 ΩL=7.75…

Q: In the figure, a 150-turn coil of radius 3.6 cm and resistance 7.5 0 is coaxial with a solenoid of…

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Q: Suppose a 57.5 cm long, 11.5 cm diameter solenoid has 1000 loops. Part (a) Calculate the…

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Q: peak magnetic flux th

A: