Interaction of a chain of moving charges with an ideal conductor

We give a new solution of Maxwell's equations, describing the total electrical field that is created by point charges e0 moving synchonously one after another with time interval \tau and velocity constant \overrightarrow{V} at a constant distance z0 from the flat surface of a massive ideal massive conductor. The effect is revealed of amplification of interaction between any charge of the chain and the metal at the small square values of σ, the ratio of the space interval V·\tau to the doubled product of the Lorentz-factor γ and the distance z0.