The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2 × 10 − 4 Wb to pass through the coil A , and 0.90 × 10 − 4 Wb to pass through the coil B if the current is interrupted in 0.20 s .

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Answer 1

Question

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

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Answer 2

Question

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

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Answer 3

Question

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

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Answer 4

Question

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

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Answer 5

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

Answer 6

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

Answer 7

Chapter 34, Problem 26SP

(a)

To determine

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

Answer 8

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

Answer 9

(b)

To determine

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

Answer 10

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

Answer 11

(c)

To determine

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

Answer 12

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Answer 13

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Answer 14

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Answer 15

Ch. 34 - 15. Show that 1.00 Wb = 1.00 V • s. [Hint: Use...Ch. 34 - 16. Show that 1.00 T = 1.00 N/A • m. [Hint: Use...Ch. 34 - 17. Show that 1.00 H = 1.00 T • m2 / A. [Hint: Use...Ch. 34 - 18. Determine the back emf induced in a coil whose...Ch. 34 - Prob. 19SP Ch. 34 - Prob. 20SP Ch. 34 - Prob. 21SP Ch. 34 - Prob. 22SP Ch. 34 - Prob. 23SP Ch. 34 - Prob. 24SP

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2 × 10 − 4 Wb to pass through the coil A , and 0.90 × 10 − 4 Wb to pass through the coil B if the current is interrupted in 0.20 s .

Solution Summary: The author analyzes the self-inductance of the coil A having 300turns when the current is 1.5-1.5-A-. The magnitude of induced emf

Concept explainers

The self-inductance of the coil A having 300 turns when the 1.5 A current causes 1.2×10−4 Wb to pass through the coil A, and 0.90×10−4 Wb to pass through the coil B if the current is interrupted in 0.20 s.

The mutual inductance between the coils A and B, having 300 turns in A and 600 turns in B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20s.

The emf induced across the coil B, having 300 turns in coil A and 600 turns in coil B when 1.5 A current passesthrough thecoil A cause of which 1.2×10−4 Wb fluxpasses through the coil A and 0.9×10−4 Wb fluxpasses through the coil B if the current is interrupted in 0.20 s..

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Chapter 34 Solutions