The quantum problem of this type can be solved by the algebraic method to yield wave functions that are Gaussian-weighted Hermite polynomials. Phasors may be useful in solving equations of motion of this type, arising from central square potentials. The classical variety of this type of system is analogous to an RLC circuit but is most often identified with a simple mass on an ideal spring. For ten points, name this type of physical system in which damping and driving combine to yield periodic behavior.
The quantum problem of this type can be solved by the algebraic method to yield wave functions that are Gaussian-weighted Hermite polynomials. Phasors may be useful in solving equations of motion of this type, arising from central square potentials. The classical variety of this type of system is analogous to an RLC circuit but is most often identified with a simple mass on an ideal spring. For ten points, name this type of physical system in which damping and driving combine to yield periodic behavior.
The quantum problem of this type can be solved by the algebraic method to yield wave functions that are Gaussian-weighted Hermite polynomials.
{h}armonic {o}scillator