序列不变性是相对论原理的一个反映。
由相对论原理可知，牛顿运动第二定律尽管是古典力学中的基本原理，但只是近似的，而绝不是完全正确的。
It follows from the principle of relativity that Newton's second law of motion, although fundamental in classical mechanics, only has an approximate and by no means complete validity.
由相对论原理可知，牛顿运动第二定律尽管是古典力学中的基本原理，但只是近似的，而决不是完全正确的。
It follows from the principle of relativity that Newton's second law of motion although fundamental in classical mechanics only has an approximate and by no means complete validity.
本文从教学的角度，应用狭义相对论原理推早、证明静电场与恒稳磁场的相互联系，深刻揭示了静电场与恒稳磁场都是电磁场在不同参照系中的不同表现形式而己。
From a teaching point of view, the author derives and proves the interrelation between electrostatic field and constant magnetic field in the light of the special theory of relativity.
宇宙学中的大爆炸模型可以追溯到20世纪初的两个核心思想：广义相对论和宇宙学原理。
The Big Bang model of cosmology rests on two key ideas that date back to the early 20th century: General Relativity and the Cosmological Principle.
他特别迫切地——结果证明是太过于迫切地——希望能向对方解释相对论所有的复杂原理。
He was particularly eager-too eager, it would turn out-to explain all the intricacies of relativity to him.
相对论的原理可以用较为简单的措词加以说明。
E. g. I The principle of relativity can be translated into simpler terms.
基于相对论性原理建立了二端面弹性转轴的动力学方程、相对动力学方程及相似动力学方程。
A similarity dynamics equation and a relative dynamics equation of an elastic rotation shaft with twin sides based on the theory of relativity are built in this paper.
因为惯性质量和引力质量的相等是阐明相对论的基本原理，我们应当在这里把它更细致地考查一番。
Since this identity of inertial and gravitational mass was fundamental for the formulation of the theory of relativity, we are justified in examining it a little more closely here.
根据统计热力学的子系统原理和统计热力学的相对论，提出一个新的液体混合物导热系数方程。
An equation for predicting the thermal conductivities of liquid mixtures is proposed on the basis of the subensemble method and the relativity of statistical thermodynamics.
而作为光速不变原理的作用物质，相对论是以电磁波的光而对象的。
And as the speed of light, the role of the same principle of relativity is the material object and the electromagnetic wave light.
这使得作为广义相对论基本假设之一的等效原理得到更广泛的依据。
This makes the equivalent principle as the one of basis hypothesis of the general theory of relativity to gain more extensive basis.
其结论支持狭义相对论的基本原理，并且在低速近似下，自然回归到经典物理的公式。
The conclusion supports the basic principle of the special theory of relativity, and regresses to the formula of classical theory naturally in low speed approximation.
对于广义相对论，检验实验应包括对等效原理的检验实验，对牛顿极限的检验实验，以及对广义相对论推论的检验实验。
For the general relativity, the experiments of examining the principle of equivalence, Newton's limitation and inferences introduced by the theory must be included.
在大多数介绍狭义相对论的文章中，导出洛仑兹变换公式的依据都是相对性原理和光速不变原理。
In this paper, authors present a derivation of the Lorents transformation by invoking the principle of relativity alone, without the principle of invariance of light speed.
这表明，在这类狭义相对论中，相对性原理与“完美”宇宙学原理之间存在内在联系，并不存在那些问题。
Therefore, it turns out that in such a kind of special relativity the relativity principle has an intrinsic affiliation with the "perfect" cosmological principle and without any puzzle.
从相对论协变性原理出发，得到了电流密度方程满足相对论协变性的自洽展开式。
According to the principle of relativistic covariance, this paper presents the relativistic covariant equation of current density.
得出了在新广义相对论中，弱等效原理和中强等效原理仍成立，但极强等效原理不成立的结论。
We conclude that the weak and the mid-strong equivalence principle is still satisfied but the super-strong equivalence principle is not satisfied.
在非相对论性原理下建立了二端面弹性转轴的动力学方程。
A novel relative dynamics equation of the elastic rotation shaft possessed twain side is built in the nonrelativistic theory in this paper.
1973年，他把爱因斯坦的广义相对论应用于量子力学原理。
In 1973, he applied Einstein's general theory of relativity to the principles of 4 quantum mechanics.
它可说是广义相对论的量子理论，因为它在量子理论和相对论的基本原理之外，没有任何额外的假设。
It is arguably the quantum theory of general relativity, because it makes no extra assumptions beyond the basic principles of quantum theory and relativity theory.
它可说是广义相对论的量子理论，因为它在量子理论和相对论的基本原理之外，没有任何额外的假设。
It is arguably the quantum theory of general relativity, because it makes no extra assumptions beyond the basic principles of quantum theory and relativity theory.
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