The Schr ö dinger equation of gravitational potential energy and its significance

What is it about?

This article introduces the derivation method and significance of the Schrödinger equation that can describe the solar system. Introduced the scope of application, application methods, and significance of this Schrödinger equation. The most important significance is that it can change people's concept of quantum mechanics. Secondly, the derivation of this new Schrödinger equation has influenced the understanding of the applicability of Schr ö dinger's initial equation.

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Why is it important?

The Schrödinger equation for gravitational potential energy can describe the rotation of the Earth. Previously, such things were unimaginable. It's uplifting to see this happening now. It subverts human perception of existing quantum mechanics. The new concept it supports is that macroscopic systems can also use the Schrödinger equation (including the original Schr ö dinger equation and the new Schrödinger equation); Classical mechanics and quantum mechanics can be compatible and complementary; Classical mechanics and quantum mechanics can work together. Macroscopic systems and classical mechanics are localized realism and determinism. Therefore, the research conclusion of this article supports local realism and determinism. In the history of technology, changing the fundamental scientific concepts of humanity is inevitably accompanied by a major scientific revolution. There are no exceptions now.

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