期刊文献+

量子力学曲率诠释论纲 被引量:3

Curvature Interpretations Outline of Quantum Mechanics
下载PDF
导出
摘要 微观客体是"限制在一定分布空间的转动物质球,且在相应的微观环境中,不宜做质点抽象"。未经观察的静态微观客体,其分布半径R0由康普顿物质波波长λ0建构:R0=λ0/2π=■/m0c;而其曲率由:K0=1/R0=m0c/■定义。运动微观客体的分布半径R会因运动速度的增大而减小,曲率k会因运动速度的增大而增大。微观客体在双四维复数时空呈现为物质波的运动,而在四维实时空呈现为点粒子的运动。微观客体空间结构的波动就是物质波。波动性与粒子性的关系,由复数时空中的波函数和实数时空中微观客体的概率事件间的映射来确定。 Micro object is 'limited in a certain distribution space the rotating substances ball.And in the corresponding micro-environment,it is inappropriate to do particle Abstract'.Without microscopic observation of static objects,their distribution radius R0 Compton substances wavelength λ0 construct:R0 = λ0/2π = ■/ m0c;curvature by:K0 = 1 / R0 = m0c / ■definition.The movement of the distribution of the micro object radius R will be reduced due to the increase of the speed of movement and curvaturekwill be increased due to the increase of the speed of movement.Micro object dual 4-dimensional complex space-time rendering for the movement of matter waves in the 4-dimensional real-time empty rendered as a point particle movement.Fluctuations of the microscopic structure of the object space is a matter wave.The relationship between volatility and particle is determined by the the micro object of the wave function in the complex space-time and real space-time probability event between mapping.
出处 《武汉理工大学学报(社会科学版)》 北大核心 2013年第1期60-67,共8页 Journal of Wuhan University of Technology:Social Sciences Edition
基金 武汉钢铁公司科研基金(2005-2012B121) 浙江省自然科学基金(Y6110470) 中国国家自然科学基金(11175053)
关键词 物质波 曲率 实在 概率 matter waves curvature indeed probability
  • 相关文献

参考文献8

  • 1薛定谔;范岱年;胡新和.薛定谔讲演录[M]北京:北京大学出版社,20078-912.
  • 2瑞德尼克;黄宏荃;彭 灏.量子力学史话[M]北京:科学出版社,197966.
  • 3沈惠川.德布罗意的非线性波动力学[J].自然杂志,1992,15(8):620-626. 被引量:8
  • 4雅默;秦克诚.量子力学的哲学[M]北京:商务印书馆,1989.
  • 5赵国求.从相互作用实在到量子力学曲率解释[M]武汉:武汉出版社,200837-40433337.
  • 6曹天予.国际量子力学基础热点研究与曲率解释专题讨论会的报告[R]湖北武汉,2012.
  • 7Kang Li. Jianhua Wang,Sayipjamal Dulat and Kai Ma[J].International Journal of Theoretical Physics,2010.134-143.
  • 8韦斯科夫;杨福家.二十世纪物理学[M]北京:科学出版社,197972-96.

二级参考文献3

  • 1Georges Lochak. Convergence and divergence between the ideas of de Broglie and Schr?dinger in wave mechanics[J] 1987,Foundations of Physics(12):1189~1203
  • 2Georges Lochak. The evolution of the ideas of Louis de Broglie on the interpretation of wave mechanics[J] 1982,Foundations of Physics(10):931~953
  • 3D. J. Bohm,B. J. Hiley. The de Broglie pilot wave theory and the further development of new insights arising out of it[J] 1982,Foundations of Physics(10):1001~1016

共引文献7

同被引文献8

引证文献3

二级引证文献9

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部