a) The direction of the wave travel. b) The direction of oscillation of the electric field.

Question

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Answer 1

Question

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

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Students have asked these similar questions

If the magnetic field of a light wave oscillates parallel to a y axis and is given by By = Bm sin(kz- vt), (a) in what direction does the wave travel and (b) parallel to which axis does the associated electric field oscillate?

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Answer 2

Question

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 3

Question

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 4

Question

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

Want to see more full solutions like this?

Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

Answer 6

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

Answer 7

Chapter 33, Problem 1Q

To determine

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.

Answer 8

Expert Solution & Answer

Answer to Problem 1Q

Solution:

a) The direction of wave travel is along the positive direction of the z axis.

b) The direction of oscillation of electric field is along x axis.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

1) Concept:

Analyzing the given equation, we can find the direction of the electromagnetic wave and the direction of the electric field component.

2) Given:

The equation of the magnetic field oscillating parallel to y axis is

By=Bm sin⁡(kz-ωt)

3) Calculations:

a) From the given equation, the term ‘kz’ denotes that the wave is travelling along z direction. And the sign indicates that the wave is travelling along the positive z axis.

b) As the magnetic field is oscillating parallel to y axis and the wave is traveling along z direction. The electric field must oscillate parallel to x-axis, perpendicular to both, the direction of the propagation of wave and the magnetic field.

Conclusion:

Using the information of the given equation, we can indicate the direction of the wave and its electric and the magnetic field components.

Answer 12

Ch. 33 - Prob. 1Q Ch. 33 - In the arrangement of Fig. 33-l5a, start with...Ch. 33 - Prob. 2P Ch. 33 - About how far apart must you hold your hands for...Ch. 33 - SSM What inductance must be connected to a 17 pF...Ch. 33 - Prob. 7P Ch. 33 - Prob. 8P Ch. 33 - Prob. 9P Ch. 33 - Prob. 10P Ch. 33 - Prob. 11P

a) The direction of the wave travel. b) The direction of oscillation of the electric field.

To find: a) The direction of the wave travel. b) The direction of oscillation of the electric field.

Answer to Problem 1Q

Explanation of Solution

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Chapter 33 Solutions

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.