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Prof. Lin
[12:33] …the Lagrangian L equals kinetic energy T minus potential energy V…
[12:51] …the principle of least action says the path nature picks is the one that makes the action stationary…
[13:08] …here m is the mass we computed last week, a comes from the problem statement…
[13:26] …so for the block on the incline, write the constraint first, then choose coordinates…
[13:44] …this is the part that will be on the exam — the Euler–Lagrange equation itself…
[14:02] …d/dt of ∂L/∂q̇ minus ∂L/∂q equals
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The Lagrangian is kinetic energy minus potential energy. Units: joules. Defined for any generalised coordinates. lecture 12:33
Of all paths between two states, nature takes the one that makes the action integral stationary. lecture 12:51
a = g sin θm: lecture [12:33] g: textbook p.47 textbook p.47
Your laptop or phone records the lecture — from the mic, a browser tab, or a file you upload afterwards. The transcript appears as the professor talks, in ten languages with a side-by-side translation, and the notes follow a few sentences behind.
12:33 The Lagrangian L equals kinetic energy T minus potential V.拉格朗日量 L 等于动能 T 减去势能 V。
12:51 The principle of least action says the path nature picks is the one that minimises…最小作用量原理说,自然选择的路径是让作用量取最小的那一条…
13:08 Here m is the mass we computed last week.这里 m 是我们上周算过的质量。
13:26 Write the constraint first, then choose coordinates.先写约束,再选坐标。
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Q: A block of mass m slides on a frictionless incline of angle θ. Find its acceleration along the incline.
F = mg sin θa = g sin θUpload your draft and pick a panel — a methods person, a citation checker, a friendly skeptic, up to seven of them. Each one reads the actual document and asks its own questions, by voice. Answer out loud, replay any exchange, and walk into the real room having already heard the hard ones.
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