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1 vote
1 answer
41 views

Work using angle vs. displacement [closed]

I am trying to calculate the work done on this wheel as it undergoes one full revolution, and is rolling without slipping. I am aware that work can be calculated either using the integral of force ...
linetomat's user avatar
0 votes
1 answer
42 views

Do rigid bodies experience work greater than or equal to that of point particles?

Consider the following two scenarios in outer space: A yo-yo whose string is pulled by a constant force. The same yo-yo as before although this time, the string is fully unwound and attached to the ...
greatscissors's user avatar
1 vote
2 answers
398 views

Work Done on a rotating thin rod by hinge Forces

So I was studying the concept of rotational energy through a video, and the guy presented a problem, It's like this: "Suppose a thin rod of mass M and length L/2 is hinged from one end. Then, it ...
TPL's user avatar
  • 444
1 vote
1 answer
40 views

Conceptual question about rotational and translational kinectic energy

My real life problem is to calculate initial translational and angular velocities of a vehicle in a loss of control to a stop (the vehicle will translate and rotate about it's center of mass.) Initial ...
Igor Mello's user avatar
0 votes
3 answers
469 views

Does a force does more work on an extended body?

$$ \underline{\pmb {Assumption}}$$ Assume a place free from any gravitational or other kind of influences (like friction, drag, etc.). Now assume a thin cylindrical rod of mass $M$ and length $l$. ...
user avatar
1 vote
2 answers
439 views

Why is the work done by friction zero when body is rolling? [duplicate]

Why is the work done by friction zero when body is rolling? Does it mean no energy is dissipated by friction.
Santosh Khatri's user avatar
1 vote
1 answer
284 views

Is angular work equivalent to linear work?

When considering the definition of angular work, I assumed that it should reduce to the definition of linear work in order to tie in quite nicely with conservation of energy. However, further ...
J_Psi's user avatar
  • 348