1) particle-velocity relationship formula

质速关系式
1.
This paper put forward a simple deduction method of the particle-energy relationship formula: from Lorentz transformation and wave-particle duality and from the phase constance of wave function Under Lorentz transformation, we deduced the dynamic formula and energy trsnsformation formula, and in turn, deducing the particle-energy relationship formula and particle-velocity relationship formula.
本文给出了质能关系式的一种简单的推导方法:从洛仑兹变换及波粒二象性出发,由洛仑兹变换下波函数的位相不变性导出动量、能量变换式,并由此导出质能关系式及质速关系式。
2) mass-speed equation

质量-速率关系式
1.
Based on the laws of energy conservation and momentum conservation, the mass-speed equation is derived through Lorentz transformation.
从能量守恒和动量守恒出发,通过洛仑兹变换,推出了质量-速率关系式。
3) mass-velocity relation

质速关系
1.
Inquiry of experimental basis of mass-velocity relation;

关于“质速关系”实验基础的质疑
2.
The coordinate transformation about the classical electromagnetic mass has been researched, and the ‘intrinsic’ motion in the space where the energy flux density are equal to zero are discovered The mass-velocity relation of the electromagnetic mass of charged particle is discussed, and the results are the same as those obtained by the method on the particle collisio
研究了经典电磁场电磁质量的坐标变换问题,发现在能流密度为零的空间中存在着质能的“内禀”运动并讨论了带电粒子电磁质量的质速关系,其结果与质点碰撞方法导出的相同
3.
This paper, from phase non-changeability, deduced the mass-energy relation formula and mass-velocity relation formula, different from conventional method in the textbooks, which are simple and easily accepted by the students.
本文由位相不变性导出了质能关系式及质速关系式,不同于传统教材中的方法,既简单又便于学生接受。
5) mass velocity relation

质量速度关系
6) speed-density relation

速度-密度关系式
1.
Two speed-density relations are worked out based on the analysis of traffic flow,thus two important critical parameters,namely,the free flow speed and the jamming density are determined.
采用非线性最小二乘拟合方法,对交通流性质进行分析,得到2种不同形式的速度-密度关系式,并据此得出畅行速度与阻塞密度这2个重要的交通流临界参数。
补充资料:质能关系式
爱因斯坦相对论的一个重要结论。表明物体的质量m跟其能量e之间存在的一定关系,即e=mc2。式中c为真空中的光速。若物体的能量增加(或减少)δe,则其质量也相应增加(或减少)δm。
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