These systems can be described by the Q factor, and, in one case, the quantity omega-sub-d is used to solve these systems.
These systems can be described by the Q factor, and, in one case, the quantity omega-sub-d is used to solve these systems. One type of these systems can be described by the equation T is equal to 2 times pi times the square root of m over k. These systems can be damped, and they experience a restoring force whose magnitude is proportional to their displacement from equilibrium, which is described by Hooke's law. For 10 points, name these systems exemplified by a mass attached to a spring or a pendulum.
These systems can be described by the Q factor, and, in one case, the quantity omega-sub-d is used to solve these systems.
{S}imple {H}armonic {O}scillator (prompt on partial answer; prompt on specific simple harmonic oscillators)