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首页> 外文期刊>International Journal of Theoretical and Mathematical Physics >The Integration of Hamilton Principle with Einstein Field Equation
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The Integration of Hamilton Principle with Einstein Field Equation

机译:哈密​​顿原理与爱因斯坦场方程的积分

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Hamilton Principle was entering into one side and Einstein Field Equation(EFE) was entering into the other side, based on the Postulate of Completeness and the relativity between reality and virtuality in physics, the author would rather integrate Hamilton Principle with EFE so as to build a new physical principle referred to as Hamilton Tensor Equation (HTE), which could substitute for Hamilton Principle and also EFE to depict the relationship among time, space, matter and energy, and thus the author deemed that it should be the virtuality of physical space rather than its curvature that determined its distribution, and further the new distribution so determined by HTE should be more complete in nature than that distribution of energy-momentum-tensor as defined by EFE. At last, the author deduced some results and findings about this new physical principle especially on connectivity and crossing of space and time.
机译:基于完整性的假设以及物理学中真实与虚拟之间的相对性,汉密尔顿原理进入了另一侧,爱因斯坦场方程(EFE)进入了另一侧,作者宁愿将汉密尔顿原理与EFE集成起来一种称为汉密尔顿张量方程(HTE)的新物理原理,可以代替汉密尔顿原理以及EFE来描述时间,空间,物质和能量之间的关系,因此作者认为这应该是物理空间的虚拟性而不是确定其分布的曲率,而且由HTE如此确定的新分布在本质上应该比EFE定义的能量动量张量的分布更完整。最后,作者得出了关于这一新物理原理的一些结果和发现,特别是在连通性和时空交叉方面。

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