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Genesis of general relativity - A concise exposition

机译:广义相对论的产生-简要说明

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摘要

This short exposition starts with a brief discussion of situation before the completion of special relativity (Le Verrier's discovery of the Mercury perihelion advance anomaly, Michelson-Morley experiment, Eotvos experiment, Newcomb's improved observation of Mercury perihelion advance, the proposals of various new gravity theories and the development of tensor analysis and differential geometry) and accounts for the main conceptual developments leading to the completion of the general relativity (CGR): gravity has finite velocity of propagation; energy also gravitates; Einstein proposed his equivalence principle and deduced the gravitational redshift; Minkowski formulated the special relativity in four-dimentional spacetime and derived the four-dimensional electromagnetic stress-energy tensor; Einstein derived the gravitational deflection from his equivalence principle; Laue extended Minkowski's method of constructing electromagnetic stress-energy tensor to stressed bodies, dust and relativistic fluids; Abraham, Einstein, and Nordstrom proposed their versions of scalar theories of gravity in 1911-13; Einstein and Grossmann first used metric as the basic gravitational entity and proposed a "tensor" theory of gravity (the "Entwurf" theory, 1913); Einstein proposed a theory of gravity with Ricci tensor proportional to stress-energy tensor (1915); Einstein, based on 1913 Besso-Einstein collaboration, correctly derived the relativistic perihelion advance formula of his new theory which agreed with observation (1915); Hilbert discovered the Lagrangian for electromagnetic stress-energy tensor and the Lagrangian for the gravitational field (1915), and stated the Hilbert variational principle; Einstein equation of GR was proposed (1915); Einstein published his foundation paper (1916). Subsequent developments and applications in the next two years included Schwarzschild solution (1916), gravitational waves and the quadrupole formula of gravitational radiation (1916, 1918), cosmology and the proposal of cosmological constant (1917), de Sitter solution (1917), Lense-Thirring effect (1918).
机译:简短的说明首先是对狭义相对论完成之前的情况进行了简要讨论(勒韦里尔发现水星近日点超前异常,迈克尔逊-莫雷实验,Eotvos实验,纽康改进了水星近日点超前的观测,各种新的引力理论的提议以及张量分析和微分几何的发展),并解释了导致广义相对论(CGR)完成的主要概念发展:重力具有有限的传播速度;能量也会吸引人;爱因斯坦提出了他的等价原理并推论了引力的红移。敏可夫斯基在四维时空中提出了狭义相对论,并推导了四维电磁应力-能量张量。爱因斯坦从他的等价原理得出了引力偏转。 Laue将Minkowski的构造电磁应力-能量张量的方法扩展到受应力物体,粉尘和相对论流体中。亚伯拉罕(Abraham),爱因斯坦(Einstein)和诺德斯特罗姆(Nordstrom)在1911-13年提出了他们的标量引力理论的版本。爱因斯坦和格罗斯曼首先使用度量作为基本引力实体,并提出了“张量”引力理论(“ Entwurf”理论,1913年)。爱因斯坦提出了一种理论,力克张量与应力-能量张量成正比(1915年)。爱因斯坦基于1913年贝索·爱因斯坦的合作,正确推导了他的新理论的相对论近日点超前公式,该公式与观察结果一致(1915年)。希尔伯特(1915)发现了电磁应力能张量的拉格朗日和重力场的拉格朗日,并提出了希尔伯特变分原理。提出了GR的爱因斯坦方程(1915);爱因斯坦发表了他的基础论文(1916年)。在接下来的两年中,随后的发展和应用包括Schwarzschild解(1916),引力波和引力辐射的四极子公式(1916、1918),宇宙学和宇宙常数的建议(1917),de Sitter解(1917),Lense -止渴效果(1918)。

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