运动增量与变形增量之间的关系
The relationship between the motion increment and deformation incremental
DOI: 10.12677/HANSPrePrints.2016.11017, PDF, 下载: 1,574  浏览: 3,750 
作者: 王昌益:蓬莱市国土资源局,山东,蓬莱
关键词: 运动增量变形增量作用力统一sports increment; Deformation incremental; Force; unified
摘要: 经过数百年的发展,自然科学形成了一套完整的体系,相继产生了各种各样的分支,为人类完成各种各样的生产实践、科学实践做出了卓越贡献。然而,在科学繁荣发展的今天,在实践中仍然能够发现理论上没有解决的问题。运动与变形之间的统一规律至今尚无人知就是一个例子。本文解决了运动变化与变形之间的统一问题,给出了运动位移增量、变形位移、作用力等科学量之间的统一关系公式,填补了一项世界科学空白。这对基础理论发展、工程应用和科学预测研究都具有十分重要的现实意义。
Abstract: After hundreds of years of development, formed a complete set of natural science system, producing the various branches, for the human to complete all kinds of production practice, made outstanding contributions to scientific practice. However, in today's development and prosperity of science, in practice can still found no problem in theory. Movement and deformation law of the unity between people ever known is one example. This paper solves the problem of unity between movement and deformation, gives the motion displacement increment, the amount of deformation displacement, force and other scientific formula, the unification of the relationship between fills a blank world science. The development of basic theory and engineering application and scientific prediction research has very important practical significance.
文章引用:王昌益. 运动增量与变形增量之间的关系[J]. 汉斯预印本, 2016, 1(1): 1-6. http://dx.doi.org/10.12677/HANSPrePrints.2016.11017

参考文献

[1] 程守珠, 江之永. 普通物理学[M].北京:人民教育出版社, 1981. (CHENG shou-zhu,JIANG zhi-yong.Ordinary physics[M0.Beijing:People′s Education Press,1981
[2] 王昌益, 贺可强. 作用的对立统一规律在滑坡研究中的应用[J].青岛理工大学学报,2009, 30(3):27-33. (WANG Chang-yi,HE Ke-qiang. The application of the law of the unity of opposites in the study of landslide [J]. Journal of Qingdao Technological University,2009 30(3):27~33.(in Chinese))
[3] 王昌益, 孙洁. 滑坡预测的作用学原理[J]. 城乡建设,2010(2):183-183. (WANG Chang-yi,SUN Jie. The principle of action of landslide prediction [J].Urban and Rural Construction,2010(2):183~183.(in Chinese))
[4] 郑哲敏, 张涵信. 21世纪初的力学发展趋势[J]. 学会, 1995,25(4):433-441. (ZHENG Zhe-min, ZHANG Han-xin. Mechanical development trend at the beginning of twenty-first Century [J]. Xuehui ,1995 25(4):443~441.(in Chinese))
[5] WANG Chang-yi,WANG Ben-jun,JIANG SHU Zun. Theory of the Ultimate Bearing Capacity Calculation [J]. EARTH SCIENCE RESEARCH,2012(1): 315-318.
[6] 王昌益, 孙洁. 作用学概论[J]. 城市建设,2010(3):315-318. (WANG Chang-yi,SUN Jie. Generality of Role Theory[M]. City Construction, 2010(3):315-318.