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Difficulty following chain rule segment for proof of a Euler-Lagrange energy conservation proof

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#calculus #multivariable-calculus #classical-mechanics #chain-rule #euler-lagrange-equation
112
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Derivation of intrinsic coordinates

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#coordinate-systems #classical-mechanics
152
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Smooth table/smooth pulley question problems

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#classical-mechanics
92
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Infinite tension in conical pendulum?

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#vectors #classical-mechanics
85
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Shouldn't angular displacement be defined only on $[-\pi,\pi)$?

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#trigonometry #vectors #circles #classical-mechanics
45
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Why isn't angular displacement called angular distance?

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#trigonometry #vectors #terminology #circles #classical-mechanics
1.8k
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What is symplectic geometry?

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#linear-algebra #lie-groups #classical-mechanics #symplectic-geometry #symplectic-linear-algebra
35
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A precise statement of $\omega\cdot t = \theta$?

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#vectors #circles #classical-mechanics
141
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Isn't $\overrightarrow{\omega} t=\theta$ equating a vector to a scalar?

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#vectors #circles #classical-mechanics #dimensional-analysis
634
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What, if anything, is a square radian?

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#geometry #circles #classical-mechanics #dimensional-analysis
461
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What are holonomic constraints?

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#dynamical-systems #classical-mechanics
51
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How do I know when using the Euler Lagrange equations that I have found a minimum of the action

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#physics #classical-mechanics #euler-lagrange-equation #hamilton-equations
235
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Acceleration of a ball on a plane

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#linear-algebra #geometry #vectors #physics #classical-mechanics
229
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What is the significance of the magnitude of a vector derivative?

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#geometry #trigonometry #vectors #circles #classical-mechanics
56
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Why does the length of $\vec{e_\theta}=\frac{d}{d\theta}(\vec{e_r})$ matter?

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#geometry #trigonometry #vectors #circles #classical-mechanics

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