Problem 3. Consider two atoms with masses mi and m2, each moving along the x-direction, and that are connected by a har...
Problem 2: Consider two blocks of masses mi and m2 connected by a massless cable. The coefficient of kinetic friction between the mass m2 and the inclined surface is ud. The coordinates x and y measure the displacements of the two blocks such that x=y=0 when the system is at rest. Find a single differential equation of motion for the system in coordinate y. Ideal Pulley m2 d
A system consists of two particles of mass mi and m2 interacting with an interaction potential V(r) that depends only on the relative distancer- Iri-r2l between the particles, where r- (ri,/i,21) and r2 22,ひ2,22 are the coordinates of the two particles in three dimensions (3D) (a) /3 pointsl Show that for such an interaction potential, the Hamiltonian of the system H- am▽ri _ 2m2 ▽22 + V(r) can be, put in the form 2M where ▽ and ▽ are the...