Lagrangian, least action, Euler-Lagrange equations | The Theoretical Minimum
1:49:46
theoreticalminimum.com
Lagrangian, least action, Euler-Lagrange equations | The Theoretical Minimum
This lecture introduces Lagrange's formulation of classical mechanics. That formulation is formal and elegant; it is based on the Least Action Principle. The concepts introduced here are central to all modern physics. The lecture ends with angular momentum and coordinate transforms.
Oct 10, 2011
Analytical mechanics Classical Mechanics
💢💥✨Vector Calculus and Energy-Based Derivations in Classical Mechanics: Analytical Evaluation of Time Intervals and Work Done in Conservative Force Fields✨💥💢 👉✨Use of energy conservation to derive time relations 👉✨Application of vector fields and parametric equations to compute work 👉✨Integration techniques in kinetic contexts | Mathematical Muse
💢💥✨Vector Calculus and Energy-Based Derivations in Classical Mechanics: Analytical Evaluation of Time Intervals and Work Done in Conservative Force Fields✨💥💢 👉✨Use of energy conservation to derive time relations 👉✨Application of vector fields and parametric equations to compute work 👉✨Integration techniques in kinetic contexts | Mathematical Muse
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