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a.) A solenoid is constructed from 5,000 turns of wire onto a form length of 6.28 cm and a diameter of 4.513 cm. The solenoid is connected to a battery so that the current increases from 0 A to 4.00 mA in a time of 8.00 ms. Calculate B inside the coil at 8.00 microseconds, in microTeslas. Answer I got: 400.2 microTeslasb.) What is the inductance of the solenoid, in henrys?Answer I got: .8 Hc.) What is the absolute value of EMF induced in the inductor, in mV?Answer I got: 400mVd.) What is the maximum energy stored in the inductor, in microJuoles?Answer I got: 6.4 microJe.) Determine the energy density inside the inductor, in mJ/m^3Answer I got: 63.7 mJI.) Insert an iron core with Km = 1000 into the bore of the solenoid, competely filling it. Calculate the new self-inductance (L) in henrys.II.) How much energy is stored in inductor, in mJ?III.) Insert the coil without iron into another coil of length 6.28 cm and diameter of 9.026 cm with 2,500 turns. Calculate the mutual inductance (M) between the 2 coils, in henrys.IV.) If the inner solenoid is connected to a battery so that the current increases from 0 A to 4.00 mA in a time of 8.00 ms. Calculate the absolute value of the voltage (V) induced in secondary coil at a time of 8.00 ms, in mV.(I figured out a - e, I believe, but now I'm trying to solve I - IV. can someone help me please this is urgent?)
Answer I got: 400.2 microTeslas
b.) What is the inductance of the solenoid, in henrys?
Answer I got: .8 H
c.) What is the absolute value of EMF induced in the inductor, in mV?
Answer I got: 400mV
d.) What is the maximum energy stored in the inductor, in microJuoles?
Answer I got: 6.4 microJ
e.) Determine the energy density inside the inductor, in mJ/m^3
Answer I got: 63.7 mJ
I.) Insert an iron core with Km = 1000 into the bore of the solenoid, competely filling it. Calculate the new self-inductance (L) in henrys.
II.) How much energy is stored in inductor, in mJ?
III.) Insert the coil without iron into another coil of length 6.28 cm and diameter of 9.026 cm with 2,500 turns. Calculate the mutual inductance (M) between the 2 coils, in henrys.
IV.) If the inner solenoid is connected to a battery so that the current increases from 0 A to 4.00 mA in a time of 8.00 ms. Calculate the absolute value of the voltage (V) induced in secondary coil at a time of 8.00 ms, in mV.
(I figured out a - e, I believe, but now I'm trying to solve I - IV. can someone help me please this is urgent?)
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