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粒子波动性物理机制及其应用研究(介绍)

已有 173 次阅读 2022-5-18 07:58 |个人分类:问题讨论|系统分类:论文交流

                                    粒子波动性物理机制及其应用研究    

                             

摘要:  量子力学以粒子波动性为基础,但是粒子波动性还存在未解之谜。本文从物质相互作用方面,把物质粒子内在的周期性因素与其空间广延性的形成联系起来,提出物质粒子辐射空间本底量子新概念,并从多种(6种)途径分别给出质量时变关系:dM=-HoMdt,由此探讨了粒子波动性物理机制,阐明时间之矢的物质根基和空间本底的量子构成以及惯性起源与引力机制,系统地推导出爱因斯坦–德布罗意关系、薛定谔方程(按经典力学理论自然推得)、克莱因–戈登方程、普朗克长度、牛顿第二定律、万有引力定律(用5种方式推得)与哈勃定律(通过6种方法推得),得到宇宙膨胀及加速膨胀模式(于1996年发表物体自身质量时变引力理论指出宇宙在加速膨胀)和星系旋转曲线与哈勃宇宙质量等一系列物理公式(80个),其研究结果和一些推测(约50个)得到了相关理论与许多实验观测的检验验证。

关键词:粒子波动性  质量  时间之矢  万有引力  宇宙膨胀  


                               The research on physical mechanism of

                                matter particle volatility and application

                            

Abstract: Quantum mechanics bases on the theory of particle volatility, but it’s still an enigma about why particles are volatile. From the point of matter interaction, this paper connects theories of the internal periodic movement of particle with the formation of object's spatial extensiveness  and presents the new concept of matter particle radiation space background quantum, as well as the mass and time-variation relationship, therefore discusses the physical mechanism of particle volatility, expounds the matter foundation of time arrow, quantum composition of space background and origin of inertia, mechanism of gravitation, systematically derives the Einstein-De Broglie formula, the Schrodinger equation, Klein-Gordon equation, Planck length, Newton’s second law, Newton's law of universal gravitation and Hubble's law, The paper gets the equations of cosmic expansion and accelerated expansion, galaxy rotation curve and the mass of Hubble universe, the research results and some speculations have been supported by theories and a lot of experimental test evidences.

Keyword: particle volatility; mass; time-arrow; universal gravitation; cosmic expansion 



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4 钱大鹏 杨正瓴 刘秀梅 宁利中

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