经典带电超光速子的运动
Motions of Classical Charged Tachyons
摘要：
数值模拟表明，当电磁相互作用用Feynman-Wheeler电动力学描述时，经典带电快子在速度离散值的窄邻域内存在自轨道螺旋解.力在吸引力和排斥力之间快速振荡，作为速度的函数。因果电动力学也被认为是，在这种情况下，它被发现，当力是吸引力的快子失去能量辐射。只有某些狭窄的速度范围内的吸引力，这些特殊的速度的几何推导。这些结果对量子力学的隐变量理论的可能影响被阐明。
英文摘要：
It is shown by numerical simulation that classical charged tachyons have self-orbiting helical solutions in a narrow neighborhood of certain discrete values for the velocity when the electromagnetic interaction is described by Feynman-Wheeler electrodynamics. The force rapidly oscillates between attractive and repulsive as a function of velocity in this neighborhood. Causal electrodynamics is also considered, and in this case it is found that when the force is attractive the tachyon loses energy to radiation. Only certain narrow ranges of velocity give attractive forces, and a geometrical derivation of these special velocities is given. Possible implications of these results for hidden variable theories of quantum mechanics are conjectured.
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