Precise mathematical formulations of the idealized
physical systems of classical mechanics and the
physical interpretation of mathematical solutions.
Linear oscillating systems, the two-body problem,
rotating and accelerated reference frames,
rotation of extended bodies, theory of scattering.
Newtonian methods, methods of Lagrange and
Hamilton, phase space analysis.
physical systems of classical mechanics and the
physical interpretation of mathematical solutions.
Linear oscillating systems, the two-body problem,
rotating and accelerated reference frames,
rotation of extended bodies, theory of scattering.
Newtonian methods, methods of Lagrange and
Hamilton, phase space analysis.
- Teacher: Bethe Scalettar