Those phenomena in this system are called "driving" and "damping" respectively, and the basic version of this system is developed by equating Newton's second law with Hooke's law.
Normal mode expansion is used to decompose coupled versions of these systems. The quantum version of one of them has a minimum energy level of h bar omega over two. An electrical example of these systems is a series RLC circuit. This system becomes more complex if the right-hand side is changed from 0 to a force term, or if a first derivative term is added to the left side. Those phenomena in this system are called "driving" and "damping" respectively, and the basic version of this system is developed by equating Newton's second law with Hooke's law. For 10 points, name this type of physical system that is exemplified by a mass on a spring.
Normal mode expansion is used to decompose coupled versions of these systems.
simple harmonic oscillator