It is well known that Lorentz transformation is a linear transformation.

洛仑兹变换是线性变换。

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

下面，我们借助于洛伦兹变换来讨论其中的几个结果。

The phenomena of relativity in two mutually rotating coordinates are discussed by using the rotating Lorentz transformation.

利用旋转洛仑兹变换讨论相对匀速转动参考系中的相对论效应。

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

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。

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

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。

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

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。

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.

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。

By extending stiffness coefficient into stiffness matrix, the deformation and elastic force of tensile-spring coincides with Lorentz transformation.

通过把劲度系数扩展为矩阵形式，拉伸弹簧的形变与弹力在罗伦兹变换中得到了统一。

According to the arrangement of s and s' systems, beginning with the two basic hypotheses of special relativity, Lorentz transformation is deduced strictly.

并根据约定，从狭义相对论的两条基本假设出发，严格地推导出了洛伦兹变换式。

This paper, on the viewpoint of Lorentz transformation of wavelength of lightwave, derives the frequency equation of Doppler effect of light with tow methods.

本文从光波波长的洛仑兹变换出发用两种方法导出了光的多普勒效应的频率公式。

Article moved to completely deny the Lorentz transformation and establish time and space movement theory, get rid of the present situation of relativistic puzzles.

文章提出要彻底否定洛伦兹变换而建立时空运动说，摆脱目前相对论的困惑处境。

Depending on the basic hypothesis and by means of the two methods of Lorentz transformation and the minimum action principle, Maxwell coupled equations are established.

从最基本假定出发，利用洛仑兹变换和最小作用原理两种方法，建立麦克斯韦方程组。

Using Lorentz transformation, a momentum vectors diagram of the emitted particle in laboratory frame and center-of-momentum frame is given in relativistic two-body reaction.

利用洛伦兹变换，画出了相对论下二体反应实验室系和动心系出射粒子动量的关系图，并利用关系图，对不同情况下的出射粒子能量分布作了讨论。

Compares new and old of Lorentz transformation type (inference), described the irrationality of the old transformation type and the reasonableness of the new transformation type.

对比新旧变换式(推论)，阐述了旧变换式存在的不合理之处和新变换式的合理性。

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.

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” 。

By using Lorentz transformation, this article explains the paradox of Lorentz length contraction, it also proves that observers in different reference systems reach the same observing conclusion.

本文应用洛仑兹变换和信号的传播速度小于光速，解释了洛仑兹长度收缩佯谬，具体证明了在不同参照系上的观测者，观测所得结论相同。

In this paper, we generalized the Lorentz space-time transformation formula and the Lorentz velocity transformation formula to a more general case.

将通常的洛仑兹坐标变换公式和速度变换公式推广到了一个更一般的情况。

Lorentz promoted the Loredtz transformation in a form of hypothesis while Einstein deduced it from the necessitarianism of restricted theory of relativity.

洛仑兹以假设的形式提出洛仑兹变换；而爱因斯坦以狭义相对论的必然结论的形式导出洛仑兹变换。

The transformation of polarization vector and magnetization vector is derivedand thereafter two Lorentz invariants containing M and Pare proved.

本文推出了磁化强度矢量与极化强度矢基的相对论变换关系，证明了M和P可构成两个洛伦兹不变量，从而可加深对M和P的理解。