We know that the Schrödinger equation is specifically an equation for EEFs because
A) Quantons quickly settle down into EEFs.
B) A bound quanton can only exist in an EEF.
C) We derived it assuming that $E$ had a definite value.
D) It is a generalization of the de Broglie relation.
E) Some other reason (specify).

Question

Quizplus · Accepted Answer

The Schrödinger equation was derived under the assumption that the energy $E$ of the system has a definite value, which is a characteristic feature of energy eigenfunctions (EEFs). This foundational assumption is crucial for the formulation and solutions of the equation in quantum mechanics.

We Know That the Schrödinger Equation Is Specifically an Equation EEE

We Know That the Schrödinger Equation Is Specifically an Equation $E$