In the magnetic system shown below, g=g=g=1 cm, N=100 turns, N = 200 turns, the depth...

 

Transcribed Image Text:

In the magnetic system shown below, g₁=g₂=g₁=1 cm, N₁=100 turns, N₂ = 200 turns, the depth of the core into the page is 1 cm, and the permeability of the core in infinite. a. Determine the mutual inductance between the two coils. b. Determine the self-inductance of BOTH coils. c. Now suppose that i = 12 cos 2760t A and d. Now suppose that i = 12 cos 2760t A and across both coils, e(t) and e₂(t). -9cm- +9₁ + 6 cm A 6 cm -50cm- 3 = 85 cos 2760t uWb. Determine e2(t). i₂=5 cos 27601 A. Determine the voltage -30cm- μ-8 03 A 6 cm µ18 -50cm- -9cm- 9, A 93 며 N₂ 6 cm 6 cm -30 cm In the magnetic system shown below, g₁=g₂=g₁=1 cm, N₁=100 turns, N₂ = 200 turns, the depth of the core into the page is 1 cm, and the permeability of the core in infinite. a. Determine the mutual inductance between the two coils. b. Determine the self-inductance of BOTH coils. c. Now suppose that i = 12 cos 2760t A and d. Now suppose that i = 12 cos 2760t A and across both coils, e(t) and e₂(t). -9cm- +9₁ + 6 cm A 6 cm -50cm- 3 = 85 cos 2760t uWb. Determine e2(t). i₂=5 cos 27601 A. Determine the voltage -30cm- μ-8 03 A 6 cm µ18 -50cm- -9cm- 9, A 93 며 N₂ 6 cm 6 cm -30 cm

Answer rating: 100% (QA)

The detailed answer for the above question is provided below Answer 1 The correct answer is c Earned ... View the full answer