-2
votes
1answer
22 views

force applied on a body in space [on hold]

Suppose a rigid rod of finite length is in space, at rest. Considering the following two cases 1) A force "F" is applied along the center of mass. 2) A force "F" is applied at a distance "r" from ...
1
vote
1answer
39 views

Orbital angular momentum and multielectron atoms energies

Explain why states with different orbital angular momentum quantum number have different energies for multielectron atoms but are degenerate in energy for hydrogen Can anyone explain?
0
votes
3answers
806 views

force applied not on the center of mass

When applying a force outside of the center of mass of the body, the body will get both linear and angular momentum. Right? Does the linear velocity from this force equal to the linear velocity from ...
1
vote
3answers
828 views

What does it mean if a body has kinetic energy?

What does it mean if a body has kinetic energy? Does it mean that the momentum vectors of each particle of that body has the same direction? What about angular momentum?
1
vote
1answer
258 views

Fundamental properties of motion

The first paragraph of the Wikipedia article on the angular momentum operator states that In both classical and quantum mechanical systems, angular momentum (together with linear momentum and ...
1
vote
2answers
371 views

Ice skater increase of energy

This may be a very basic question but I am not seeing how it works. Consider the standard example of an ice skate rotating about his/her center of mass and pulling in his/her arms. The torque is zero ...
1
vote
2answers
363 views

Spin angular momentum of a system of particles : Is there any energy associated with it?

Consider a system of point particles , where the mass of particle $i$ is $μ_i$ and its position vector is $\vec{r}_i$. Let $\vec{r}_\text{cm}$ is the position vector of the center of mass of the ...
2
votes
1answer
299 views

What happens to a rotating rod that breaks in two?

I know that the approximation for the moment of inertia of an infinitely thin rod of mass $m$ and length $L$ spinning around an axis perpendicular to its own axis at its center is $\frac{mL^2}{3}$: ...
1
vote
0answers
150 views

Will earth rotation be slowed down? [duplicate]

Possible Duplicate: Are tidal power plants slowing down Earth's rotation? Since we have various energy acquiring facilities that harvest energy from earth rotation. (e.g. wind, tidal ...