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(b) Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ae is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G =2, example 2: 201012340-5 so G =4). Solve the following: (i) Sketch the equivalent analogous electrical circuit of the magnetic circuit in Figure 2. (ii) Calculate the circuit reluctance, R (iii) The magnetic flux, of the circuit if flux density, B is 1.5 T in the air gap. (iii) The exciting current, i

(b) Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ae is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G =2, example 2: 201012340-5 so G =4). Solve the following: (i) Sketch the equivalent analogous electrical circuit of the magnetic circuit in Figure 2. (ii) Calculate the circuit reluctance, R (iii) The magnetic flux, of the circuit if flux density, B is 1.5 T in the air gap. (iii) The exciting current, i

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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1 E E Mean flux path N G mm (air gap) Ac-4x4 cm² Figure 2 (b) Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ac is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G=2, example 2: 201012340-5 so G =4). Solve the following: (i) Sketch the equivalent analogous electrical circuit of the magnetic circuit in Figure 2. (ii) Calculate the circuit reluctance, R (iii) The magnetic flux, of the circuit if flux density, B is 1.5 T in the air gap. (iii) The exciting current, i 20 cm 18 cm
Transcribed Image Text:1 E E Mean flux path N G mm (air gap) Ac-4x4 cm² Figure 2 (b) Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ac is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G=2, example 2: 201012340-5 so G =4). Solve the following: (i) Sketch the equivalent analogous electrical circuit of the magnetic circuit in Figure 2. (ii) Calculate the circuit reluctance, R (iii) The magnetic flux, of the circuit if flux density, B is 1.5 T in the air gap. (iii) The exciting current, i 20 cm 18 cm
My matric number 201771381 Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ac is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G=2, example 2: 201012340-5 so G =4). Solve the following:
Transcribed Image Text:My matric number 201771381 Figure 2 shows a rectangular magnetic core with relative permeability of the core is 4000. The number of turns, N is given as 500 while the sectional area Ac is 4 x4 cm² as shown. Given that the air gap, G is you last non zero matrix number (for example 1: 2110123420 so G=2, example 2: 201012340-5 so G =4). Solve the following:
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