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Newton's Laws and Vector Mechanics → Systems with Nonholonomic Constraints
A comprehensive path for advanced undergraduates to master the formulation of mechanical problems using Lagrangian methods. Starting from Newtonian mechanics and calculus, it covers generalized coordinates, constraints, derivation of Lagrange's equations, cyclic coordinates, and conserved quantities, culminating in the ability to independently formulate and solve problems.
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16 steps · 4 stages. Click any step to inspect it and see it on the Path Map.
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