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重力的量子态真空场模型(胁量力学初导Ⅵ) 被引量:1

A Model on the Quantum Vacuum Field of the Gravition(Introduction to the Tiedor Mechanics VI)
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摘要 据前文得到的重力量子结果,对经典力学重力关系式作数字化、偶极化处理。引出重力量子的态偶极子组成。得到对应于共轭复数态θ、θ~*的复合复数波函数Ψ、Ψ~*。定义左旋子_φ和右旋子φ^+。两波函数Ψ和Ψ~*适于狄拉克相对论性旋量波动方程。据之构建的复合复数旋量场——真空场,完全符合重力的机制和图像。 On the basis of the graviton in foregoing paragraphs thesis, a gravitation formula of classical mechanics has been treated by a special process in the light of the numbers and the doublets. We can obtain the state-doublets structuring of the graviton and a wave function with the compound complex number corresponding with to a complex conjugate state and . The left roton and rignt roton are defined. The wave function and are in correspondance with Dirac equation, and on the basis of a compound complex scalar field--the vacuum field has been built. This vacuum field is corresponding with to the mechanism and the image of the gravition completely.
作者 康音
出处 《长春理工大学学报(自然科学版)》 2003年第2期1-4,共4页 Journal of Changchun University of Science and Technology(Natural Science Edition)
关键词 狄拉克方程 虚旋子 真空场 重力量子 态偶极子 相对论 胁量力学 Dirac equation Virtual roton Vacuum field
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  • 1刘延柱 陈文良 陈立群.振动力学[M].北京:高等教育出版社,2000..

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