Question

limitations of schrodinger's wave equation?​

Answer 1

Answer:

Limitation of Schrödinger's equation is given below:-

Explanation:

Schrödinger's equation is, in fact, nothing more than a conceptual framework that introduces us to the basic properties of a quantum system. It defines the wave function and it develops on the basis of the system energy given by the Hamiltonian operator. The equation is quickly mixed and describes the unit evolution of the wave function.

The question of what to put on Hamiltonian. This basically defines the study system. We must first look at how the fee is managed. This introduces a more complex state of electrodynamics. If we look at electrodynamics, the next step is to make sure that Lorentz evolution is invariant.

With every statement you add to Schrödinger's equation, it's more complicated. In fact, it is not Lorentz invariant, so it needs to be modified to meet this limitation. At that time, it was no longer Schrödinger's equation. However, all the concepts introduced in Schrödinger's equation continue; are wave functions, operators, and unit evolution.

Rather, Schrödinger's equation is a stepping stone to a deeper and richer theory. In addition, it is still commonly used by a large community of specialists in non-relativistic quantum mechanics. This is because many methods have been developed to solve the Schrödinger equation for more complex problems in optics, materials physics, and especially in quantum information research.

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