Doubt in the Application of a Pseudo Force

In summary, the conversation discusses a problem in which a person on a carousel is taken as the origin and Newton's Law of Motion is applied to them. It is mentioned that in their own frame, the person has zero acceleration and velocity, and is assumed to be moving in a circle with a fixed radius. It is then questioned how a centrifugal term arises in this scenario when r=0.
  • #1
Abhishek11235
175
39
Here is the problem in Morin. In this problem he takes the person on carousel as origin. Accordingly,when he begins to apply Newton's Law of motion on himself,by the equation of pseudo force,since he is motionless in his own frame,his own acceleration is 0. Further in his own frame he has 0 velocity and we assume that rotational axis be fixed. Further ,we assume that he is moving in circle of fixed radius. Accordingly, all terms get canceled. In the given example then,how did centrifugal term arises if w.r.t non inertial frame he has r=0?
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  • #2
Abhishek11235 said:
...he takes the person on carousel as origin. ...he has r=0...
Where did you get that from?
 
  • #3
Abhishek11235 said:
In the given example then,how did centrifugal term arises if w.r.t non inertial frame he has r=0?
Centrifugal term is zero for r=0. Zero term arises.
 

1. What is a pseudo force?

A pseudo force, also known as a fictitious force, is a force that appears to act on an object in a non-inertial frame of reference, but is actually a result of the frame's acceleration. It is a mathematical construct used to simplify the analysis of motion in non-inertial frames.

2. How is a pseudo force different from a real force?

A pseudo force is different from a real force in that it does not arise from a physical interaction between objects. It is simply a mathematical tool used to account for the effects of acceleration in a non-inertial frame. Real forces, on the other hand, are caused by physical interactions between objects.

3. When is a pseudo force necessary in scientific calculations?

A pseudo force is necessary in scientific calculations when working in a non-inertial frame of reference, such as a rotating or accelerating frame. In these cases, the apparent forces acting on an object may not accurately reflect the true forces, and a pseudo force must be included to account for the frame's acceleration.

4. Can a pseudo force be measured or observed?

No, a pseudo force cannot be measured or observed directly. It is a mathematical construct used to simplify calculations in non-inertial frames. However, its effects can be observed through the motion of objects in these frames.

5. Are there any real-life applications of pseudo forces?

Yes, pseudo forces have real-life applications in fields such as engineering, navigation, and astronomy. For example, in a rotating frame of reference, a pseudo force known as the Coriolis force is responsible for the rotation of hurricanes and the trajectory of objects on a spinning carousel. In space, pseudo forces are used to account for the effects of acceleration on spacecraft and satellites.

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