基于真空流体连续模型和颗粒下沉流模型推导牛顿万有引力定律
Derivation of Newton's law of gravitation based on a fluidic continuum model of vacuum and a sink flow model of particles
摘要：
本文的主要目的是寻求引力现象的力学解释。我们假设宇宙中充满了一种流体，这种流体可称为$Ω(0)$底层。因此，引力平方反比定律是根据粒子的汇流模型，用流体力学方法推导出来的。这种引力理论的第一个特点是引力相互作用是通过一种流体介质来传递的。第二个特征是引力常量$G$和引力质量的时间依赖性。如果我们引入一个假设，即$G$和粒子的质量变化非常缓慢，可以将它们视为常数，那么就可以推导出牛顿万有引力定律。
英文摘要：
The main purpose of this paper is to seek a mechanical interpretation of gravitational phenomena. We suppose that the universe may be filled with a kind of fluid which may be called the $Ω(0)$ substratum. Thus, the inverse-square law of gravitation is derived by methods of hydrodynamics based on a sink flow model of particles. The first feature of this theory of gravitation is that the gravitational interactions are transmitted by a kind of fluidic medium. The second feature is the time dependence of gravitational constant $G$ and gravitational mass. Newton's law of gravitation is derived if we introduce an assumption that $G$ and the masses of particles are changing so slowly that they can be treated as constants.
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