论文标题
双旋语语言电磁和重力的统一图片
Unified Picture of Electromagnetic and Gravitational Forces in Two-Spinor Language
论文作者
论文摘要
众所周知的一般相对性的大地测量方程是在Weyl两型旋转语言中以方便的方式新提出的。在任意电磁和重力场中，带有测试带电的自旋粒子的一般旋转运动方程不仅描述了时空轨迹，而且还描述了旋转进度。对于Schwarzschild度量和径向轨迹的情况，可以获得纺纱方程统一的引力和电力，并在弱的重力场（或距离源很长的距离）中求解。
The well known Geodesic Equation of General Relativity is newly formulated in Weyl two-spinor language in a convenient way susceptible of being combined with a set of two-spinor equations, equivalent to the Lorentz Force of Electrodynamics, obtained in previous studies. General spinor equations of motion for a test charged spin 1/2 particle in arbitrary electromagnetic and gravitational fields fields are obtained describing not only spacetime trajectories but also spin precession. For the case of the Schwarzschild metric and radial trajectories, spinor equations unifying gravitational and electric forces are obtained and solved for a weak gravitational field (or long distance from the source).
