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1)  Relative velocity transformation
相对论速度变换
2)  Relativistic transformation
相对论变换
1.
A relativistic transformation of generalized coordinates is discussed and it is found that the first law of thermodynamics and the equation of state of an ideal gas are invariant with respect to the relativistic transformation of generalized coordinates, so that the existence of relativistic transformation of generalized coordinates is reasonable.
讨论了一个涉及热力学的广义坐标的相对论变换 ,发现热力学第一定律和理想气体状态方程对广义坐标的相对论变换具有不变性 ,表明广义坐标的相对论变换有其存在的理由 。
2.
The phase velocity and group velocity of electromagnetic waves in moving media are derived by relativistic transformation of electromagnetic waves propagation vectors between two inertial frames and their relation and difference are discussed.
利用不同惯性系之间电磁波传播矢量的相对论变换，推导了电磁波在运动媒质中传播的相速和群速，并讨论了它们之间的联系和区
3.
Meanwhile,another way is given to deduce the relation of relativistic transformation of media polarizationmagnetization field vector quantity P and M.
并给出另一种推导介质极化——磁化场矢量P 和M 的相对论变换关系的方法。
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3)  relativistic velocity
相对论速度
1.
The fundamental equation of relativistic velocity of a moving particle is derived by involving the velocity of light in Chenzi (Pythagoras)theorem.
通过巧妙地让陈子定理包含光速,可以得到粒子运动的相对论速度基本关系。
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4)  relative transformation theory
相对论变换理论
1.
In this paper,with the beginning of the forced situation of the charged particle and using the relative transformation theory,the charged particle movement condition has been systematically in the steady permanent orthogonal electromagnetic field.
从带电粒子的受力情况出发,利用相对论变换理论系统地研究了稳恒正交电磁场中带电粒子运动的状态,并由初始条件得到粒子运动轨迹的三种状态,即普通摆线(它相当于滚动的轮子边缘上一点轨迹)、内摆线(它相当于滚动的轮子边缘内一点的轨迹)和外摆线,(它相当于滚动的轮子边缘外一点的轨迹)。
5)  relativistic transform theory of electromagnetic field
相对论电磁变换
6)  relativistic transformation relation
相对论变换关系
1.
The electromagnetic field of a linear electric quadrupole moving uniformly along the axis of the quadrupole has been calculated with the relativistic transformation relation.
利用相对论变换关系计算了沿轴线方向匀速运动的线性电四极子的电磁场。
补充资料：相对速度
物体相对于非地面参照系的速度。如甲、乙两列车以相同的速度同向行驶，则甲车相对于乙车的速度和乙车相对于甲车的速度都等于零；若反向行驶，则相对速度都等于二倍车速。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条