Rotational Motion around a Fixed Axis

In summary, the conversation discusses the rotation of two doors, one rotating about its left edge and the other about its center. The same force is applied to both doors and the question is raised of how long it takes for door B to rotate the same angle as door A. The conversation also mentions relevant concepts such as angular velocity, torque, angular acceleration, moment of inertia, and angular momentum. The main point of discussion is that the two doors have different rotational properties due to their different axes of rotation, with door B taking half the time to rotate the same angle as door A.
  • #1
Ollie359
4
0
The drawing shows the top view of two doors. The doors are uniform and identical. Door A rotates about an axis through its left edge, and door B rotates about an axis through the center. The same force is applied perpendicular to each door at its right edge, and the force remains perpendicular as the door turns. Starting from rest, door A rotates through a certain angle in 3.00 s. How long does it take door B to rotate through the same angle?
 

Attachments

  • 27c329c7b1d297ba20df83e629950d82.jpg
    27c329c7b1d297ba20df83e629950d82.jpg
    4.2 KB · Views: 539
Physics news on Phys.org
  • #2
what work have you done on the problem?
 
  • #3
I haven't.. I have no idea where to start! :(
 
  • #4
I've tried different equations. But there is an answer in the back of the book.. and everything that I try to do doesn't come out to be that answer. I'm kinda stumpped on what equation to use since there is only one number given in the problem...
 
  • #5
It's a question about rotation ... relevant ideas are :
angular velocity, Torque, anglar acceleration, Moment of (rotational) Inertia, angular momentum.

Which are different for these doors? Different by what factor?
(double? half?)
 
  • #6
its different by half right? since the axis is in the middle instead of outside. I got that but I'm not sure what that pertains too..
 

FAQ: Rotational Motion around a Fixed Axis

What is rotational motion around a fixed axis?

Rotational motion around a fixed axis is the movement of an object in a circular path around a fixed point or axis. This type of motion is also known as circular motion.

What is the difference between linear and rotational motion?

The main difference between linear and rotational motion is the direction of the movement. In linear motion, the object moves in a straight line while in rotational motion, the object moves in a circular path.

How is rotational motion measured?

Rotational motion is measured in terms of angular displacement, angular velocity, and angular acceleration. Angular displacement is the change in the angle of rotation, angular velocity is the change in angular displacement over time, and angular acceleration is the change in angular velocity over time.

What is the relationship between rotational motion and torque?

Torque is the force that causes rotational motion around a fixed axis. The greater the torque applied to an object, the greater the object's rotational acceleration will be.

How does rotational motion affect an object's moment of inertia?

Rotational motion affects an object's moment of inertia, which is the object's resistance to change in its rotational motion. The moment of inertia increases as the object's mass and distance from the axis of rotation increases, making it harder to rotate the object.

Similar threads

Back
Top