What is it about?
Representing classical mechanical laws using wave mechanics equations. This clearly indicates that quantum mechanics and classical mechanics are compatible. The wave mechanics equation of Newton's second law and the wave mechanics equation of explicit force (Schr ö dinger Tu equation) indicate that in quantum mechanics, force can also be observed. Previously, quantum mechanics only recognized observable quantities such as energy and momentum. 用量子力学方程表示经典力学定律。这能清楚地表示量子力学与经典力学是可以兼容的。牛顿第二定律的波动力学方程和显含力的波动力学方程（薛定谔-涂方程）表明，在量子力学中，力也是可以观测量。以前，量子力学认可的可观测量只是能量、动量，等。
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Why is it important?
Before this, quantum and classical were considered to be in a binary opposition. The work of this paper shows that quantum and classical can be compatible. Changing people's perceptions is a matter of great importance. 在此之前，人们认为量子与经典是二元对立的。本文的工作表明，量子与经典是可以兼容的。改变人们的观念都是非学重要的大事。
Perspectives
It is a paradigm innovation in physics research. It has epoch-making significance. The most likely scenario is that quantum mechanics can no longer be non local realism. At least not completely rejecting local realism. 它是物理学研究的范式创新。具有划时代的意义。最有可能的是，量子力学可以不再是非定域实在论的。至少不是完全排斥定域实论。
Runsheng Tu
Institute of Theoretical Physics
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This page is a summary of: The Expression of Classical Mechanics Laws Using Wave Mechanics Equations Reflects the Compatibility Between Quantum and Classical, Advances in Theoretical & Computational Physics, August 2026, Opast Group LLC,
DOI: 10.33140/atcp.09.03.04.
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