Klein-Gordon equation的意思|示意
克莱因-戈尔登方程式
Klein-Gordon equation的网络常见释义
登方程 克莱因-高登方程(Klein-Gordon equation)是相对论量子力学和量子场论中的最基本方程,它是薛定谔方程的相对论形式,用于描述自旋为零的粒子。
Gorden方程 Klein-Gordon方程
高登方程 克莱因-高登方程
Klein-Gordon equation相关短语
1、 klein gordon equation 克莱因 ; 高登方程
2、 nonlinear klein-gordon equation 非线性klein
3、 cubic nonlinear klein gordon equation 一维立方非线性kleingordon方程
Klein-Gordon equation相关例句
Furthermore we discussed the problem of phase transformation for Schrdinger equation and Klein-Gordon equation.
另外,讨论了薛定谔方程、克莱因·戈尔登方程的相位坐标变换问题。
The result is that the equation is now known as the klein-gordon equation, in spite of having been discovered a year or two earlier by schrodinger.
结果是,虽然它在那时的一或两年前就被薛定谔发现了,但是这个方程现在被称为克莱因·戈登方程。
The only contribution of Klein and Gordon in this respect was that they were sufficiently bold not to be perturbed by the lack of agreement of the equation with observations.
克莱因和戈登在这一方面的贡献就在于他们有足够的勇气不被方程与观测缺乏一致这一点干扰。
This equation was rediscovered a little later by Klein and Gordon and they published their work in spite of its disagreeing with observation.
这个方程在稍后被克莱因和戈登重新发现,即便不符合观测,他们还是把它发表了。
There was some modification needed in the Klein–Gordon equation.
克莱因-戈登方程需要许多修正。
Klein and Gordon published the relativistic equation which was really the same as the equation which schrodinger had discovered previously.
克莱因和戈登发表的相对论性方程与薛定谔之前得到的方程实际上是一样的。