The ground state energy of a harmonic oscillator is
D) E = 0

Question

Quizplus · Accepted Answer

The ground state energy of a harmonic oscillator is given by E = 1/2(h_bar*w), where h_bar is the reduced Planck's constant and w is the angular frequency. The energy level diagram of the harmonic oscillator is quantized, meaning that the energy can only take on certain discrete values. The ground state energy is the lowest possible energy and occurs when n = 0. Therefore, the ground state energy is E = 1/2(h_bar*w), which is equivalent to choice B.

The Ground State Energy of a Harmonic Oscillator Is