Calculate the first order energy correction
for the one dimentional non-degenerate
an harmonic oscillator whose harmiltonian
id written as;
H^ =−(h^2 /(2m)) (d^2 /dx^2 ) +(1/2)kx^2 +(1/5)Υx^3 +(1/(12))βx^4
A particle of mass m moves under the central
repulsive force ((mb)/r^3 ) and is initially moving
at a distance ′a′ from the origin of a force
with velocity ′v′ at right angle to ′a′.
show that
rcos pθ=a where p =(b/(a^2 v^2 ))+1.
A massless spring with a spring constant
K=10Nm^(−1) is suspended from rigid support
carries a mass m=100g at it lower end
the system is subjected to resistive force
−pv.it observed that the system oscillates
and its energy to one third of it initial value
in one and half minutes calculates the
value of p