Linked Questions

2 votes
1 answer
143 views

My concrete problem is, the final sign on the integral. Purcell and Morin, Electricity and Magnetism third (3rd) edition on page 12. They show a simple calculation of the work required to bring two ...
NullMalUnendlich's user avatar
0 votes
1 answer
107 views

What's wrong in this derivation of potential at any point? Its showing GPE at any point is +ve but its supposed to be negative right? Supoose a object is being moved from infinity to a point at ...
Abrar Jamil's user avatar
0 votes
1 answer
101 views

The gravitational potential energy of a mass at a point in a field is defined as the work done by an external agent in bringing that mass from infinity to that point, without a change in kinetic ...
The's user avatar
  • 37
0 votes
0 answers
67 views

Let us consider a charge $Q>0$ at origin. Let $P(r,0)$ where $r>0$ be on $X$ axis.Consider a point $M(x,0),\:x>r$ from which we have to move a charge $q>0$ towards point $P$. Now I am the ...
Umesh shankar's user avatar
2 votes
6 answers
10k views

We know that if the applied force is in the direction of the displacement then work done is positive, but in case of bringing 2 opposite charges from infinite to a certain distance, the work done is ...
Hawkingo's user avatar
  • 287
1 vote
3 answers
230 views

My physics professor taught us that whenever we express the electrostatic potential energy, we usually write the expression as, $$\displaystyle\int_\infty^0\dfrac{Q}{4\pi\epsilon_0r^2}\,(-dr)\cos0.$$ ...
SmilebroSmile's user avatar
1 vote
2 answers
427 views

Starting from Newton's second law, I am trying to show that energy is not conserved with an applied external force when moving a positive charge from $r_b$ to $r_a$ (see image). I'm not sure where I'm ...
user avatar
1 vote
1 answer
207 views

I know this is a very simple question, and I have searched it too. How to avoid incorrect symbols in calculation results.I don’t understand how to choose the sign of $ds$. An object moves from a to b,...
能够可能's user avatar
1 vote
1 answer
166 views

I know that while integrating dot product to two vector quantities along a line integral, the limits of the integration implicitly takes care of the direction in which we integrate from here and here. ...
Alpha Delta's user avatar
  • 1,032
-2 votes
3 answers
167 views

Q. The gravitational field due to a mass distribution is given by $E=k/(x^3)$ in $x$-direction. Taking the gravitational potential to be zero at infinity, find its value at a distance $x$. for the ...
MinigameZ more's user avatar