Using a Taylor series quadratic expansion, any stable equilibrium can be modeled using the general equation for one of these systems.
The energy levels of this model are proportional to n plus one-half in its quantum analogue. Using a Taylor series quadratic expansion, any stable equilibrium can be modeled using the general equation for one of these systems. RLC circuits are an electrical example of these systems, one case of which sets omega equal to the square root of the length over gravity; that case uses the (*) "small angle" assumption. For one of these systems, the square root of k over the mass gives the angular frequency. Hooke's law can be used to create these systems. A restoring force creates, for 10 points, what systems which springs exemplify the "simple" type of?
The energy levels of this model are proportional to n plus one-half in its quantum analogue.
harmonic oscillators (accept simple harmonic oscillator; accept damped oscillator; prompt on "oscillator"; prompt on "spring" or "pendulum")