牛顿定律背后隐藏的量子过程是什么？
What are the Hidden Quantum Processes Behind Newton's Laws?
摘要：
我们研究了隐藏的量子过程，负责牛顿的运动定律和牛顿的万有引力定律。我们应用电磁量子引力或EMQG来研究牛顿经典物理。EQMG是一种量子引力理论，它显然与物理现实的新范式元胞自动机（CA）理论兼容。EMQG也是基于R. Haisch，A. Rueda和H. Puthoff，我们修改并称为量子惯性（QI）。量子惯性理论指出，在牛顿第二运动定律（F=MA）中，惯性是由物质（最终由带电量子粒子组成）与周围带电量子真空虚粒子之间的严格局部电力相互作用引起的。当一个带电粒子被加速时，在粒子和周围的量子真空的带电虚粒子之间产生的电力出现在与加速相反的方向上。在牛顿的F = MA中，每个带电粒子和周围的量子真空之间产生的所有微小电力的总和是质量的总惯性力的来源，该惯性力与加速运动相反。量子惯性理论解决了马赫原理中引入的加速运动的问题和悖论，提出了量子真空中带电虚粒子相对于质量的加速状态，仅为加速质量的牛顿绝对空间的功能服务。
英文摘要：
We investigate the hidden quantum processes that are responsible for Newton's laws of motion and Newton's universal law of gravity. We apply Electro-Magnetic Quantum Gravity or EMQG to investigate Newtonian classical physics. EQMG is a quantum gravity theory that is manifestly compatible with Cellular Automata (CA) theory, a new paradigm for physical reality. EMQG is also based on a theory of inertia proposed by R. Haisch, A. Rueda, and H. Puthoff, which we modified and called Quantum Inertia (QI). Quantum Inertia theory states that in Newton's 2nd law of motion (F=MA), inertia is caused by the strictly local electrical force interactions bewteen matter (ultimately composed of electrically charged quantum particles) and the surrounding electrically charged virtual particles of the quantum vacuum. When an electrically charged particle is accelerated, an electrical force results between the particle and the surrounding electrically charged virtual particles of the quantum vacuum appears in a direction to oppose the acceleration. The sum of all the tiny electrical forces originating between each charged particle and the surrounding quantum vacuum, is the source of the total inertial force of a mass which opposes accelerated motion in Newton's F = MA. Quantum Inertia theory resolves the problems and paradoxes of accelerated motion introduced in Mach's principle by suggesting that the state of acceleration of the charged virtual particles of the quantum vacuum with respect to a mass, serves the function of Newton's absolute space for accelerated masses only.
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