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PHYS2113 2023 Video 4 -- Calculus of Variations (Part 2)
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This lecture is the first in a series on Lagrangian mechanics looking at the calculus of variations. This second half we show mathematically that the shortest distance between two points is a straight line, look at Fermat's principle, and solve the classic Brachistochrone problem.
Warning: If you don't like riding rollercoasters, you might want to skip from 28:48 to 29:43. Otherwise, enjoy the ride!
Lecturer: Prof. Adam Micolich
Background: 立ち飲み Beer Boy, Naka Meguro, Tokyo, Japan.
Warning: If you don't like riding rollercoasters, you might want to skip from 28:48 to 29:43. Otherwise, enjoy the ride!
Lecturer: Prof. Adam Micolich
Background: 立ち飲み Beer Boy, Naka Meguro, Tokyo, Japan.
PHYS2113 2023 Video 4 -- Calculus of Variations (Part 2)
PHYS2113 2023 Video 1 -- Intro to Lagrangians (Part 1)
PHYS2113 2023 Video 14 -- Poisson Brackets
PHYS2113 2023 Video 11 -- The Legendre Transform
PHYS2113 2023 Video 12 -- Hamiltonian Mechanics
PHYS2113 2023 Video 6 -- Lagrange's Equation with Constraints
PHYS2113 2023 Video 18 -- Resonance
PHYS2113 2023 Video 3 -- Calculus of Variations (Part 1)
PHYS2113 2023 Video 2 -- Intro to Lagrangians (Part 2)
PHYS2113 2023 Video 13 -- Hamiltonian Mechanics Example
PHYS2113 2023 Video 5 -- Hamilton's Principle
PHYS2113 2023 Video 9 -- Lagrange Multipliers
PHYS2113 2023 Video 15 -- Overdamped Oscillators
PHYS2113 2023 Video 10 -- Noether's Theorem
PHYS2113 2023 Video 16 -- Underdamped Oscillators
PHYS2113 2023 Video 8 -- Bead on a Spinning Hoop
PHYS2113 2023 Video 17 -- Forced Oscillators
PHYS2113 2023 Video 7 -- Atwood's Machine & The Slidey Wedge Problem
AQM4-Fall2020
Physics Notes: John Taylor Classical Mechanics 1.2 Space and Time
Simple example with Lagrangian mechanics
Building a 3D Model of a Bead Sliding on a Rotating Hoop
3A50.11 - Overdamped Oscillator
Collaboration in Action – Language in collaboration (Teaser)
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