考虑时空膨胀的有心运动
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摘要
把牛顿有心运动的经典理论推广到膨胀的时空,使大范围内的时空结构与小范围里的物理现象联系起来.揭示了地球的不断增大及对太阳的远离和银河系转速的越来越快等新观察到的不为通常理论解释的现象是宇宙的膨胀在小范围内的表现,给出了以物质的连续生成为基础的星系形成和演化图景,为地球物理学的发展以及地震成因的研究开辟新视野,也为研究各种航空航天器的运行规律提供更细致的理论基础.
To generalize Newton's gravitational theory to the expanding space-time,and realize the unification ofstructure of big scope's spacetime and physical phenomena of small scope. To prove that the expansion of the earthand its departing from the sun as well as more and more speed of rotation of the milky way,which are observedphenomena recently and aren't explained by usual theory,are the show of effect of spacetime expansion in smallscope,and to take out the globe picture of galaxy formation and evolution,which is based on continuous generationof material,and to open up new horizons for the development of geophysics and the research of earthquake formation,and also to provide the intensive fundamentals of theory for analyzing the law of motion of various spacecrafts.
To generalize Newton's gravitational theory to the expanding space-time,and realize the unification ofstructure of big scope's spacetime and physical phenomena of small scope. To prove that the expansion of the earthand its departing from the sun as well as more and more speed of rotation of the milky way,which are observedphenomena recently and aren't explained by usual theory,are the show of effect of spacetime expansion in smallscope,and to take out the globe picture of galaxy formation and evolution,which is based on continuous generationof material,and to open up new horizons for the development of geophysics and the research of earthquake formation,and also to provide the intensive fundamentals of theory for analyzing the law of motion of various spacecrafts.
引文
[1]吴德明.理论力学基础(第三章)[M].北京:北京大学出版社,1995.
[2]杨见亮.基于场方程修改的新稳恒宇宙论——兼批大爆炸宇宙学[J].河南科学,2013,31(6):736-752.
[3]彭桓武,徐锡申.理论物理基础[M].北京:北京大学出版社,1998.
[4]祁齐.地球一直在膨胀[J].大科技,2013(7):50-52.
[2]杨见亮.基于场方程修改的新稳恒宇宙论——兼批大爆炸宇宙学[J].河南科学,2013,31(6):736-752.
[3]彭桓武,徐锡申.理论物理基础[M].北京:北京大学出版社,1998.
[4]祁齐.地球一直在膨胀[J].大科技,2013(7):50-52.