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Questions tagged [classical-mechanics]

Classical mechanics discusses the behaviour of macroscopic bodies under the influence of forces (without necessarily specifying the origin of these forces). If it's possible, USE MORE SPECIFIC TAGS like [newtonian-mechanics], [lagrangian-formalism], and [hamiltonian-formalism].

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Consider this setup: A classic, harmonic oscillator made of a spring with spring constant $k$ and a mass $m_1$ that oscillates vertically. $m_1$ is formed like a horizontal plate, and on the plate ...
emacs drives me nuts's user avatar
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If the coefficient of friction were to increase, how would this affect the total travel time? Explain why by referring to both intervals of motion. Use at least one physics representation as part of ...
HP - 10ZZ 781159 Castlebrooke 's user avatar
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So I have this problem. I want to measure the efficiency of an experimental PMDC motor. As you know 𝜂 = P_out / P_in, in the case of a PMDC: 𝜂 = P_mech / P_el. P_el = VI, but P_mech is a problem. I ...
user_31415926535's user avatar
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Note: This question is pretty basic and therefore probably has been asked before in another form -- please let me know which question this is a duplicate of in that case. (I couldn't find it myself.) ...
Chill2Macht's user avatar
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I'm having trouble solving specifically this part of the problem. Could you guys give me any tips on how to solve this? Preferably multiple with escalating levels of help, then a final full solution ...
Leo nardo's user avatar
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A friend and I are trying to understand how to think about the following scenario. Consider a person on a unicycle on flat ground, with a blocked wheel (the wheel cannot rotate relative to the axle). ...
admad's user avatar
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For conservative forces the Euler-Lagrange equation is used to find the relevant details about the system. However magnetic forces are not conservative do not perform any work on an moving charged ...
Anant S. Malviya's user avatar
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A container shaped like a truncated cone (frustum) as in cylinder-like shape where one end has a larger radius than the other. Both orientations contain the same volume of water, and the outlet hole (...
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When presented with the two-body problems, we usually start from Newton's 2nd equations for the two bodies: $$ \begin{split} m_1 \mathbf{\ddot{r}}_1 &= f(r) \mathbf{\hat{r}}, \\ m_2 \mathbf{\ddot{...
cosimoNigro's user avatar
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I'm studying Goldstein's classical mechanics book. I'm currently reading section 9.4, in particular, reguarding symplectic formalism, the author first proves for restricted canonical transformations, ...
Luke__'s user avatar
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