A radial filed H 1 2.39.10° T cosa, A/m exists in free space. Find the Inductance if the flux crossing the surface defined by -≤0≤ and 0
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![A radial filed H=
=
2.39.106
T
cosa, A/m exists in free space. Find the Inductance if the
≤0 ≤ and 0 <Z < 1.
flux crossing the surface defined by](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F474f8907-f38e-438d-bf0a-cf4e92725711%2F4d35a0d3-37ea-414d-9f0f-2f7b0e74a726%2Fby3mosl_processed.jpeg&w=3840&q=75)
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- (a) In an RLC circuit, can the amplitude of the voltage across an inductor be greater than the amplitude of the generator emf? (b) Consider an RLC circuit with emf amplitude em 10 V, resistance R= 10 e, inductance L = 1.0 H, and capacitance C= 1.0 mF. Find the amplitude of the voltage across the inductor at resonance.If an inductor carrying a current of I = 1.3 A stores PE = 0.643 J of energy, what is its inductance? You answer should be in henries (H).Electrical oscillations are initiated in a series circuit containing a capacitance C, inductance L, and resistance R. (a) If R << sqrt4L/C (weak damping), what time interval elapses before the amplitude of the current oscillation falls to 50.0% of its initial value? (b) Over what time interval does the energy decrease to 50.0% of its initial value?
- A LRC circuit has an L = 60.0 mH, R = 300. 2, and C= 0.500 µF, and with a voltage source of Vo = 50.0V and w 10, 000 rad/s. Determine (a) the reactances, XL and Xc, (b) the impedance, Z, (c) the phase angle, o, (d) the current amplitude (max current), I, (e) and the voltage amplitude (max voltage) across L, R, and C.Two coils are at fixed locations. When coil 1 has no current and the current in coil 2 increases at the rate 18.1 A/s, the emf in coil 1 is 25.6 mV. (a) What is their mutual inductance? (b) When coil 2 has no current and coil 1 has a current of 6.10 A, what is the flux linkage in coil 2?