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  • Klein–Gordon equation - Wikipedia
    It was discovered 1926 as the relativistic generalization of the Schrödinger equation, developed independently by numerous authors, among them Oskar Klein and Walter Gordon after whom it is commonly named
  • 9. 5: The Klien-Gordon and Relativistic Schrödinger Equations
    (a) The free-particle dispersion relation resulting from the Klein-Gordon and Dirac equations, and (b) the scheme of creation of a particle-antiparticle pair from the vacuum
  • A. 14 The Klein-Gordon equation - Florida State University
    This ad­den­dum looks at the sim­plest rel­a­tivis­tic equa­tion for wave func­tions, called the Klein-Gor­don equa­tion The dis­cus­sion will largely be re­stricted to a spin­less par­ti­cle in empty space, where there is no po­ten­tial en­ergy
  • The Klein-Gordon and the Dirac Equation
    This is the Klein-Gordon equation which describes spin zero massive particles As we have seen before if these particles have also positive intrinsic parity they are called scalars, and if they have negative intrinsic parity they are called pseudoscalars
  • 相对论性量子力学（1）—Klein-Gordon方程 - 知乎
    这就是自由粒子的 Klein-Gordon 方程，描述零自旋粒子 (标量粒子)的相对论性自由运动。
  • Klein-Gordon Equation -- from Wolfram MathWorld
    The quasilinear Klein-Gordon equation is given by u_ (tt)-alpha^2u_ (xx)+gamma^2u=betau^3 (2) (Nayfeh 1973, p 76; Zwillinger 1997, p 133), and the nonlinear Klein-Gordon equation by sum_ (i=1)^nu_ (x_ix_i)+lambdau^p=0 (3) (Matsumo 1987; Zwillinger 1997, p 133)
  • Physics:Klein–Gordon equation - HandWiki
    The Klein–Gordon equation was first considered as a quantum wave equation by Erwin Schrödinger in his search for an equation describing de Broglie waves The equation is found in his notebooks from late 1925, and he appears to have prepared a manuscript applying it to the hydrogen atom
  • Analytical solutions for the Klein–Gordon equation with combined . . .
    In this study, we have successfully obtained the analytical solutions for the Klein–Gordon equation with new proposed a non-central exponential potential V (r) = D [1 σ 0 coth α r] 2 + (η 1
  • The Klein-Gordon equation with relativistic mass: a relativistic . . .
    Any solution of the Dirac equation is automatically a solution of the Klein-Gordon equation What is even more surprising, the Klein-Gordon equation for a free particle turns into the Schrödinger equation in the non-relativistic limit
  • 克莱因-戈尔登方程_百度百科
    克莱因-戈尔登方程（Klein-Gordon equation）是相对论量子力学和量子场论中的最基本方程，它是薛定谔方程的狭义相对论形式，用于描述自旋为零的粒子。 克莱因-戈尔登方程是由瑞典理论物理学家奥斯卡·克莱因和德国人沃尔特·戈尔登于二十世纪二三十年代分别独立推导得出的。





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