Kinetic Energy Of Two Particle System Relative To Centre Of Mass Frame

Work Energy Theorem Relative To Centre Of Mass Frame

Linear Momentum Of Two System Of Particle Relative To Centre Of Mass Frame

Potential energy and kinetic energy of a two particle system under imaginary force field are shown by curves KE and PE. respectively in figure. This system is bound at :

The curves for potential energy ( U ) and kinetic energy (E_(k)) of a two particle system are shown in figure. At what points the system will be bound?

Assertion:- In two particle system when viewed from center of mass reference frame, if one particle slops then other one will also stop simultaneously, irrespective of external forces acting on system. Reason:- Centre of mass of a system is a point about which total momentum of system is always constant and non-zero.

A closed system consists of two particles of masses m_1 and m_2 which move at right angles to each other with velocities v_1 and v_2 . Find: (a) the momentum of each particle and (b) the total kinetic energy of the two particles in the reference frame fixed to their centre of inertia.

The centre of mass of two particles system lies

If the mass and kinetic energy of a particle are m and E respectively, then the value of its momentum is-

Consider the following two statements: A The linear momentum of a particle is independent of the frame of reference. B. The kinetic energy of a particle is independent of the frame of reference