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

Question

Want to see more full solutions like this?

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.

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!

Students have asked these similar questions

A high-speed lifting mechanism supports an 881 kg object with a steel cable that is 22.0 m long and 4.00 cm^2 in cross-sectional area. Young's modulus for steel is 20.0 ⋅10^10 Pa. Determine the elongation of the cable.

Namor, from Wakanda Forever, sits on a throne at the bottom of the ocean in a city called Talocan (and Atlantis in the comics). Assuming he, including his gold headdress, has a density of 1085 kg/m3 and that Namor is surrounded by salt water with a density of 1027 kg/m3, what is Namor’s normal force while sitting underwater? Take Namor’s mass as 285. kg and solve as if he has a uniform density.

To get there they need to travel through an area of salt-water, which seems to also be a magical portal, before arriving in a dry area. Judging by the time Maui and Moana spend falling through the water, it seems they dive 3440. ft deep. Assume the portal is non-magical salt-water, with a density of 1027 kg/m^3. Given that the air pressure above the portal is 1.013 ⋅10^5 Pa, what is the pressure when they are 3440. ft deep? 1 m = 3.28 ft. Moana would have a surface area of 1.30 m2. How much force would be acting on her at the bottom of this portal?

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.

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 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.

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 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 - Prob. 2Q Ch. 33 - a Figure 33-27 shows light reaching a polarizing...Ch. 33 - Prob. 4Q Ch. 33 - In the arrangement of Fig. 33-l5a, start with...Ch. 33 - Prob. 6Q Ch. 33 - Figure 33-30 shows fays of monochromatic Light...Ch. 33 - Figure 33-31 shows the multiple reflections of a...Ch. 33 - Figure 33-32 shows four long horizontal layers AD...Ch. 33 - The leftmost block in Fig. 33-33 depicts total...

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

Want to see more full solutions like this?

Chapter 33 Solutions

To find:

a) The direction of the wave travel.

b) The direction of oscillation of the electric field.