Structure and Interpretation of Classical Mechanicssicm

Exercise 1.3: Fermat optics

published Jan 26 2023, 13:31

Exercise 1.21: A dumbbell

published Jan 26 2023, 13:31

Section 1.4: Computing Actions

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Section: Paths of Minimum Action

published Jan 26 2023, 13:30

Exercise 1.8: Implementation of

published Jan 26 2023, 13:30

Exercise 1.11: Kepler's Third Law

published Jan 26 2023, 13:30

Exercise 1.12: Lagrange's equations (code)

published Jan 26 2023, 13:29

Exercise 1.13: Higher-derivative Lagrangians (code)

published Jan 26 2023, 13:29

Exercise 1.14: Coordinate-independence of Lagrange equations

published Jan 26 2023, 13:29

Exercise 1.15: Equivalence

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Exercise 1.16: Central force motion

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Exercise 1.17: Bead on a helical wire

published Jan 26 2023, 13:28

Exercise 1.18: Bead on a triaxial surface

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Exercise 1.19: Two-bar linkage

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Exercise 1.20: Sliding pendulum

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Exercise 1.22: Driven pendulum

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Exercise 1.24: Constraint forces

published Jan 26 2023, 13:27

Exercise 1.29: Galilean Invariance

published Jan 26 2023, 13:27

Chapter 9: Our Notation

published Jan 26 2023, 13:27

Exercise 1.4: Lagrangian actions

published Mar 03 2021, 15:06

Exercise 1.10: Higher-derivative Lagrangians

published Feb 25 2021, 19:43

Exercise 1.9: Lagrange's equations

published Feb 25 2021, 19:42

Exercise 1.7: Properties of

published Feb 25 2021, 19:38

Ex 1.1: Degrees of Freedom & 1.2: Generalized Coordinates

published Feb 25 2021, 18:58