Review of Classical Mechanics and String Field Theory
Richard Talman · Geometric Mechanics · 2007
This chapter contains sections titled: Preview and Rationale Review of Lagrangians and Hamiltonians Hamilton's Equations in Multiple Dimensions Derivation of the Lagrange Equation from Hamilton's Principle Linear, Multiparticle Systems The Laplace Transform Method Damped and Driven Simple Harmonic Motion Conservation of Momentum and Energy Effective Potential and the Kepler Problem Multiparticle Systems Longitudinal Oscillation of a Beaded String Monofrequency Excitation The Continuum Limit Field Theoretical Treatment and Lagrangian Density Hamiltonian Density for Transverse String Motion String Motion Expressed as Propagating and Reflecting Waves Problems Bibliography