NTesla's latest activity
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NNTesla replied to the thread Rolling without slipping on a curved surface.Kindly see post#57 and 58. The conclusion that I'm gathering from those 2 posts is this: The net angular accleration about point C will...
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NNTesla replied to the thread Rolling without slipping on a curved surface.I would like your response on this question.
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NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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Good. That's unlikely to work. Energy conservation equations are time independent . No, you can't do that. The motion of a rigid body... -
NNTesla replied to the thread Rolling without slipping on a curved surface.I've figured out where the sign convention went wrong, and have arrived at the correct answer. @haruspex, @kuruman : Appreciate your...
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NNTesla replied to the thread Rolling without slipping on a curved surface.I've figured out where the sign convention went wrong, and have arrived at the correct answer. @haruspex, @kuruman : Appreciate your...
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NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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https://en.wikipedia.org/wiki/Moment_of_inertia disagrees. "The moment of inertia, otherwise known as the mass moment of inertia... -
NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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As I wrote in post #28, the moment of inertia of a body is only of interest in the context of rotation about some axis. To put that... -
NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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I would argue strongly against thinking of this "effective MoI" as really being an MoI. MoIs arise usually in three contexts: Angular... -
NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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Yes, you do seem to have a sign error in post #59, but where exactly it is depends which sense you are taking as positive for each... -
NNTesla replied to the thread Rolling without slipping on a curved surface.yes, and it is already negative, before we proceed on to do factorization. Kindly see last line in post#59. So, eventually...
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NNTesla replied to the thread Rolling without slipping on a curved surface.After factorizing, in the denominator I'm getting: ##(r - R)##, where ##(R - r)## should come. I've double checked my...
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NNTesla reacted to haruspex's post in the thread Rolling without slipping on a curved surface with
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Factorise the denominator. -
NNTesla replied to the thread Rolling without slipping on a curved surface.I don't understand how does that reduce to this equation. Even if we neglect the small r term in the numerator, we can't neglect the...
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NNTesla replied to the thread Rolling without slipping on a curved surface.Here's the calculation taking the angular momentum about point C. ## L_{aboutC} = -mw_{C}(R-r)^2 + \frac{2}{5}mr^2w_{cm} ## and using...
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NNTesla replied to the thread Rolling without slipping on a curved surface.Yes, i agree that that is what you were saying. I'm not sure why you thought I was disagreeing with you on this point. In the statement...