洛伦兹变换

洛伦兹变换下不变量的一种并矢证明

A Proof of the Invariance under Lorentz Transformation Using Dyadic Theory

洛伦兹变换的地位、作用及其物理意义

The status , the function and the physical significance of the lorentz transformation

不同惯性系麦克斯韦方程组的洛伦兹变换形式

Lorentz Transformations of Maxwell Equation in Different Inertia System

基于洛伦兹变换的电磁规律的可变性和协变性

The Variability and the Covariability of Electromagnetic Law Based on the Lorentz Transformation

特殊洛伦兹变换中力学量的巧妙变换

Smart Transformation of Mechanical Quantities about Special Lorentz Transformation

用洛伦兹变换推导多普勒效应的普遍公式

A general formula of Doppler effect from Lorentz transformation

在两条假设的基础上，用一种显而易见的方法推导出了洛伦兹变换。

Lorentz transfer is derived from two assumptions .

下面，我们借助于洛伦兹变换来讨论其中的几个结果。

We shall discuss several of them below with the help of the Lorentz transformation .

浅析洛伦兹变换的性质

Analysis of the characteristics of Lorentz transformation

洛伦兹变换的一种新推导

A New Deduction Method of Lorentz Transformation

关于能量&动量洛伦兹变换的讨论

A discussion about the energy-momentum lorentz transformation

利用洛伦兹变换创建双标度时空坐标的设想

The Assumption of Using Lorentz Transform to Establish the Two Signs Space and Time Coordinate

在普遍情况下的洛伦兹变换的探讨

Discussion on the General Lorentz Transformation

关于洛伦兹变换的推导

On the derivation of Lorentz transformation

讨论了长度缩短、时间延缓公式与洛伦兹变换公式间的关系。

And discusses the relation of two formulas : length contraction , time dilating and Lorentz transformation .

关于普遍的洛伦兹变换式的推导

On General Lorentz coordinate transformation

洛伦兹变换的双曲形式

Hyperbolic form of Lorentz transformation

根据这个相对论速度基本关系，可以推导出相对论质点动力学方程，能量质量关系，动量能量关系，洛伦兹变换等结果。

The relativistic equations of particle dynamics , energy-mass relation , momentum-energy relation and Lorentz transformations are derived .

评论了仅仅依据光速不变假设和相对性原理推导洛伦兹变换公式的方法。

The derivation methods of Lorentz transformation according to invariance of light speed and principle of relativity are commented .

推导了普遍情况下的洛伦兹变换，在此基础上讨论了速度和力的变换。

This paper discusses the transformation of the speed and force on the basis of the general lorentz transformation .

设计了一个简单的思想实验，用动量定理对洛伦兹变换成立的条件导出了相对论质量公式。

Based on the theorem of momentum , the mass equation of special relativity is derived using a simple thought experiment .

利用洛伦兹变换导出了相对论性的多普勒颇移的普遍公式，并且讨论了波源的超音速运动情况。

A general formula of relativistic Doppler shift is obtained from Lorentz transformation , and the supersonic motion is discussed as well .

结果表明：用并矢分析与并矢场论可以简洁且严密地证明洛伦兹变换下电动力学的不变量。

This paper shows that dyadic theory is a brief and strict method to prove the invariance of the electrodynamics under Lorentz transformation .

描述电磁现象的场量在不同的惯性系中有不同的量值，利用洛伦兹变换关系式导出它们之间的变换形式。

We can describe quantities of electric magnetic field in different inertia system , and use Lorentz transformations to educe the transformations between them .

对四度时空坐标的几何图像给以量化的描述，将洛伦兹变换与坐标的旋转对应起来。

A graphic image of a frame of four dimensional time space is described quantitatively and a rotation of the frame is paralleled with Lorentz transformation .

在洛伦兹变换的基础上，由于光速的有限值，对视觉效应考虑两方面的修正。

On the basis of Lorentz transformation , correction must be made on visual effect in two aspects , because the value of the light velocity is finite .

基于把多普勒效应理解为波频率的坐标变换，由洛伦兹变换推导出适用于任何波的多普勒效应公式。

Based on the hypothesis that Doppler effect means a coordinate transformation of the frequency of a wave , the Doppler effect formulas are derived from Lorentz transformation .

本文从数学和物理学的角度分析、讨论了洛伦兹变换的两个重要性质，即时空对称性和时空相对性。

The two important characteristics of Lorentz transformation are discussed from the viewpoints of mathematics and physics , which are the time space symmetry and the time space relativity .

讲相对论时学生已具有伽里略变换协变性和线性代数的知识，因此在工科物理中由洛伦兹变换协变性出发讲相对论动力学是可行的。

It is able to teach relativity dynamics by Lorentz transformation covariance in engineering physics , since the college students have learned Galilean transformation covariance and linear algebra already , when they studied relativity theory .

根据两惯性系的时间间隔和空间间隔都是常数，时空换算关系符合洛伦兹变换，因而设想建立双标度坐标系，使两惯性系间的比较更为方便、简捷。

According to the time and space intervals of the two inertial system are constants , the time and space conversion relation accords with Lorentz Transform , thus conceiving to establish the two signs coordinate system and make the comparison between the two inertial system more convenient and facility .