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0 votes
1 answer
451 views

Find the density of the sphere, $\rho(r)$

If the field vector $\hat{g}$ is independent of the radial distance withing the sphere, find the function describing the density $\rho$ of the sphere, $\rho(r)$. In spherical coordinates, the ...
In the blind's user avatar
0 votes
3 answers
499 views

How do I get the negative sign in the expression for Gravitational Potential Energy?

From universal law of gravitation, gravitational force exerted on a body of mass m by another body of mass M is $$ \mathbf F = \frac{GMm}{x^2} $$ where x is the distance between the ...
Hermoine Granger's user avatar
1 vote
3 answers
1k views

I've a problem understanding Absolute Gravitational Potential Energy?

My current concept about potential energy is that 'If work is done on a body when it is at a point (taken as zero P.E), it covers some distance. Afterward, when it is allowed to move freely it does ...
M.Ahmad's user avatar
  • 164
1 vote
2 answers
307 views

Deriving gravitational potential energy - why is $r_0 = \infty$?

I'm wondering about some assumptions I have to make in deriving the gravitational potential energy. This arises from the following exercise: - Since the net force acting on the satellite is ...
sangstar's user avatar
  • 3,200
2 votes
2 answers
184 views

My total potential energy?

The potential energy in a uniformed gravitational field is $mg \cdot \Delta h$. This assumes of course that $g$ doesn't change and only gives the difference in potential energy for $\Delta h$. How ...
Madde Anerson's user avatar