Schrodinger's equation is a fundamental equation in quantum mechanics that describes the time evolution of a quantum system. It can be used to determine the wave function of a particle or a system of particles, and it provides valuable information about their behavior.
The confirmation of Schrodinger's equation does not require the specific experiment of the double-slit experiment. The equation itself is derived from a set of mathematical and theoretical principles that are consistent with a wide range of experimental observations and results in quantum mechanics.
Experimental confirmation of Schrodinger's equation comes from a variety of experiments conducted in different systems. These experiments involve measuring the behavior of particles, such as electrons, atoms, or molecules, and comparing the results to the predictions made by the equation.
For example, experiments involving the behavior of electrons in a potential well, the energy levels of atoms, or the scattering of particles off a potential barrier can all provide evidence supporting the validity of Schrodinger's equation.
When the experimental observations and measurements consistently match the predictions and calculations based on Schrodinger's equation, it strengthens our confidence in the validity of the equation and the overall framework of quantum mechanics.
It's important to note that Schrodinger's equation is just one aspect of quantum mechanics, and there are other equations and principles that contribute to our understanding of quantum phenomena. However, the confirmation of Schrodinger's equation through experimental evidence is a crucial step in establishing the credibility of the theory.