Describe Pseudo Force in brief according to Concepts of Physics by HC Verma (pg-69)
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Answer:
What is Pseudo Force?
A Pseudo force (also called a fictitious force, inertial force or d’Alembert force) is an apparent force that acts on all masses whose motion is described using a non-inertial frame of reference frame, such as rotating reference frame.
Pseudo force comes in effect when the frame of reference has started acceleration compared to a non-accelerating frame.
The force F does not arise from any physical interaction between two objects, but rather from the acceleration ‘a’ of the non-inertial reference frame itself. As a frame can accelerate in any arbitrary way, so can pseudo forces be as arbitrary (but only in direct response to the acceleration of the frame). However, four pseudo forces are defined for frames accelerated in commonly occurring ways: one by a relative acceleration of the origin in a straight line (rectilinear acceleration); two involving rotation: Coriolis force and Centrifugal force and fourth called Euler force, caused by a variable rate of rotation.
Examples of Pseudo Force:
For example, if you consider a person standing at a bus stop watching an accelerating car, he infers that a force is exerted on the car and it is accelerating. Here there is no problem and the pseudo force concept is not required
But, if the person inside the accelerating car is looking at the person standing at the bus stop, he finds that the person is accelerating with respect to the car, though no force is acting on it. Here, the concept of pseudo force is required to convert the non-inertial frame of reference to an equivalent inertial frame of reference.
For another example consider a ball hung from the roof of a train by means of an inextensible string. If the train is at rest or is moving with a uniform speed in a straight line the string will be vertical. A passenger will infer that the net force acting on the ball is zero.
If the train begins to accelerate, then the string will be making an angle with respect to the vertical. For the passenger, there are only two forces, and they are not collinear. But, the ball remains apparently in a state of equilibrium (as long as the acceleration of the train is constant). Here, the concept of pseudo force is required.