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Driven simple harmonic oscilattorDriven simple harmonic motion
(University of Toronto, Department of Physics, 2016)
On the regular-geometric-figure solution to the N-body problem
(2001-09-01)
The regular-geometric-figure solution to the N-body problem is presented in a very simple way. The Newtonian formalism is used without resorting to a more involved rotating coordinate system. Those configurations occur for ...
On the regular-geometric-figure solution to the N-body problem
(2001-09-01)
The regular-geometric-figure solution to the N-body problem is presented in a very simple way. The Newtonian formalism is used without resorting to a more involved rotating coordinate system. Those configurations occur for ...
Damped simple harmonic motion
(University of Toronto, Department of Physics, 2016)
Damped simple harmonic motion
(University of Toronto, Department of Physics, 2011)
From the generalized Morse potential to a unified treatment of the D-dimensional singular harmonic oscillator and singular Coulomb potentials
(Springer, 2016-10-01)
Bound-state solutions of the singular harmonic oscillator and singular Coulomb potentials in arbitrary dimensions are generated in a simple way from the solutions of the one-dimensional generalized Morse potential. The ...
Simple harmonic oscillations, energy considerations, torsional pendulum
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2016)
Simple harmonic oscillations, energy considerations, torsional pendulum
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2016)
Simple harmonic oscillations, energy considerations, torsional pendulum
(MIT OpenCourseWare – Massachussetts Institute of Technology, 2011)