The reason that Foucault pendulum hits all the pegs in 24 h .

Question

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Answer 1

Question

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

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Answer 2

Question

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

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Answer 3

Question

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

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Answer 4

Question

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

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

Answer 5

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Answer 6

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Answer 7

Chapter 39, Problem 1PQ

To determine

The reason that Foucault pendulum hits all the pegs in 24 h.

Answer 8

Expert Solution & Answer

Answer to Problem 1PQ

The Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.

Answer 9

Expert Solution & Answer

Answer 10

Expert Solution & Answer

Answer 11

Explanation of Solution

The Foucault pendulum does oscillation in the Earth’s reference frame, which is continuously rotating about its axis. Earth make one complete rotation in 24 hrs. As the Earth rotates pendulum also change its plane of oscillation and it goes all the way through each of pegs in one day of 24 hrs, due to Coriolis force acting on it.

Pendulum is not going to change its plane of oscillation when it is placed in inertial frame. Therefore, it will hit only two opposite pegs.

Conclusion:

Therefore, Foucault pendulum hits all the pegs in 24 h because north Pole of Earth is not an inertial frame.