Lecture Description
Jacob Linder: 01.03.2012, Classical Mechanics (TFY4345), v2012 NTNU
Course Index
- Introduction & Fundamental Principles
- Fundamental Principles, Generalized Coordinates
- D'Alembert's Principle and Lagrange's Equation
- D'Alembert's Principle, Part 2
- Hamilton's Principles, Part 1
- Hamilton's Principles, Part 2
- Lagrange Multiplier Method
- Lagrange Multiplier Method, Part 2
- Conservation Laws and Symmetries
- Conservation Laws and Symmetries, Part 2
- Hamiltonian Formalism
- Hamiltonian Formalism, Part 2
- Central Forces
- Central Forces, Part 2
- Particle Orbits and Virial Theorem
- Particle Orbits and Virial Theorem, Part 2
- The Kepler Problem
- The Kepler Problem, Part 2
- Scattering Cross Section
- Scattering Cross Section, Part 2
- Rigid Body Rotation
- Rigid Body Rotation, Part 2
- Time Change of Vectors in Rotating Systems
- Time Change of Vectors in Rotating Systems, Part 2
- Rigid Body Motion
- Rigid Body Motion, Part 2
- Gyroscope Effect and Spinning Top
- Gyroscope Effect and Spinning Top, Part 2
- Small-scale Oscillations
- Small-scale Oscillations, Part 2
- Normal Coordinates and Vibrations
- Normal Coordinates and Vibrations, Part 2
- Special Theory of Relativity
- Special Theory of Relativity, Part 2
- Lorentz Transformations
- Lorentz Transformations, Part 2
- Time Dilation and Length Contraction
- Time Dilation and Length Contraction, Part 2
- Relativistic Kinematics
- Relativistic Kinematics, Part 2
- Threshold Energy
- Threshold Energy, Part 2
- EM field Tensor and Canonical Transformations
- EM field Tensor and Canonical Transformations, Part 2
- Canonical Transformations, Part 3
- Canonical Transformations, Part 4
- Poisson Brackets
- Poisson Brackets, Part 2
- Hamilton-Jacobi Theory
- Hamilton-Jacobi Theory, Part 2
- Summary of the Course
Course Description
A senior-level undergraduate course on classical mechanics by Jacob Linder at the Norwegian University of Science and Technology.
Topics include: Constraints and generalized coordinates. Virtual displacements, Lagange's equations. Variational calculus, Hamilton's principle. Lagrangian for particle in electromagnetic field. Constants of motion, symmetry properties. Virial theorem. Central forces, scattering. Elements of the kinematics and dynamics of rigid bodies. Special relativity. Normal coordinates. Hamilton's equations. Canonical transformations.
Comments
There are no comments.
Be the first to post one.
Posting Comment...