狭义相对论

狭义相对论中两个易混淆的问题

The Two Confusable Problems in Restricted Theory of Relativity

狭义相对论效应&运动时钟变慢的计算机模拟演示实验

The effect of restricted theory of relativity ── the experiment of computer simulative demonstration of slowing down motion clocks

推广的Sagnac效应、GPS和对狭义相对论两个原理的实验检验

Generalized Sagnac Effect , GPS and the Experiments Examining Two Principles of Special Relativity

全球定位系统（GPS）中的相对论效应主要有：1）卫星高速运行的时钟延缓效应（狭义相对论）；

The relativistic effects to Global Position System ( GPS ) as follows : 1 ) the effect of time delay of the special relativity ;

用Minkowski几何推导狭义相对论的基本结论

Calculating Fundamental Conclusion of Special Theory of Relativity by Minkowski Geometry

到现在为止，狭义相对论已经出色地通过了100多年的测试，这就是为什么OPERA的实验结果会如此地令人吃惊和使人感到意外。

Special relativity has been passing tests with flying colors for over 100 years now . That is why this result is so surprising and unexpected .

这意味着从保持电磁学定律对于时空坐标变换不变这一要求出发，Einstein的狭义相对论并不是唯一可能的理论。

This means that the Einstein 's Special Theory of Relativity is not the unique possible theory to which the law of electromagnetism are invariant .

EPR实验迫使我们去修改物理学的基础，即建立一个能统一狭义相对论和量子力学的理论；

EPR experiments require us to revise the foundation of physics , i.e.to establish a new theory to reconcile SR and QM .

狭义相对论图解法的改进和TAKAHASHI问题

An Improvement on Diagrammatic Method in Special Theory of Relativity and Takahashi 's Problem

以Clifford代数为工具，引入一类非标准距离空间，可用于讨论狭义相对论中的物理问题。

This paper introduces a kind of nonstandard distance space with Clifford algebra . It can be used for discussing physical problems in the Special theory of relativity .

利用狭义相对论方法和MΦller变换得到了加速参考系和惯性参考系之间速度和力的变换关系。

The transformation formula of speed and force between inertial system and accelerated system is derived , by means of the special relativity and M Φ ller transformation .

因此本文从培养学生科学素质、创新意识和终身学习能力、协作精神等出发，提出在狭义相对论教学中应用CAI的一些可行的实施方案、可操作的教学方案。

Therefore , in this paper , author propose some available methods with the CAI in teaching of the Special Theory of Relativity , the intention is to train scientific diathesis and creative inspirit for the student as well as learned ability .

推导了计算公式，计算了BD-2导航卫星的狭义相对论效应引起的时间膨胀量及广义相对论重力势引起的频率变化量。

The frequency shifts caused by the time dilation of special relativity and the gravitational frequency shifts of general relativity for BD-2 are calculated based on these formulae .

随后通过建立真空物质能量状态的二个假设，及基于等效Binet方程，给出了与Einstein狭义相对论有关结论相融合的物质粒子以光速及超光速运动的质量及能量方程；

Subsequently , by forming two hypotheses about the energy state of vacuum matter , and basing on the equivalent Binet equation , the mass equations and the energy equations of the partial moving with light-velocity or superluminal-velocity motion fusing with the results of Einstein special relativity are expressed .

从狭义相对论观点探讨时间的顺序及因果关系

On the causality and Time - Order from the Special Relativity

迈克耳孙和莫雷已经奏出了狭义相对论的序曲。

Michelson and Morley had sounded the prelude to special relativity .

爱因斯坦科学创新在狭义相对论教学中的地位

The Status of Einstein 's Innovation in the Teaching of Special Relativity

这种思想路线引向狭义相对论。

This line of thinking led to the special theory of relativity .

利用狭义相对论导出毕奥－萨伐定律和安培定律

Derivation of Biot-Savart law and Ampere law by means of special relativity

狭义相对论中的观察与观测

Observe and Survey in the Theory of Relative Narrow Sense

狭义相对论第二公设是第一公设的必然

The Second Postulation of Special Theory of Relativity-Necessity of the First One

爱因斯坦用于考虑狭义相对论时的思维图像是什么？

What thought picture did Einstein use for special relativity ?

爱因斯坦创建狭义相对论的独特思路

Inimitable Thoughts of Einstein About the Creation of Special Relativity

狭义相对论中的绝对量和相对量

Invariant and covariant in special theory of relativity on quantity

从库仑定律导出法拉弟电磁感应定律，从而说明，电磁场的各个规律同狭义相对论是完全一致的。

Faraday 's law of electromagnetic induction derived from Coulomb 's law .

狭义相对论力学教学中的相关问题讨论

Discussion of correlative questions in teaching mechanics of special relativity

这个认识启发他创立了狭义相对论。

This led him to the special theory of relativity .

时间延缓的动力学计算通过例子阐明狭义相对论中钟慢效应是相互的道理。

The mutuality of the time dilation effect is elaborated by example .

从一个自然时间实验看狭义相对论的错误

Mistakes in the Special Theory of Relativity from a Natural Time Experiment

从两个狭义相对论悖论看事件的地位

The Importance of " Events " in Relativity through Analyzing Two Paradoxs