Methods of numerical analysis of 1-dimensional 2-body problem in Wheeler-Feynman electrodynamics

S. V. Klimenko; I. N. Nikitin; W. F. Urazmetov

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Methods of numerical analysis of 1-dimensional 2-body problem in Wheeler-Feynman electrodynamics

机译：Wheeler-Feynman电动力学中的一维2体问题的数值分析方法

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Numerical methods for solution of differential equations with deviating arguments describing 1-dimensional ultra-relativistic scattering of 2 identical charged particles in classical electrodynamics with half-retarded/halfadvanced interaction (Wheeler and Feynman, 1949) are developed. A bifurcation of solutions and violation of their reflectional symmetries in the region of velocities v > 0.937c are found in numerical analysis.

机译：提出了具有偏差参数的微分方程解的数值方法，该方法描述了具有半延迟/半高级相互作用的经典电动力学中2个相同带电粒子的一维超相对论性散射（Wheeler和Feynman，1949）。在数值分析中发现在速度v> 0.937c的区域中解的分支和违反了它们的反射对称性。

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《Computer physics communications》 |2000年第2期|共6页
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S. V. Klimenko; I. N. Nikitin; W. F. Urazmetov;
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Methods of numerical analysis of 1-dimensional 2-body problem in Wheeler-Feynman electrodynamics

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