The use of conformally-invariant equations to describe tracks of charged particles

To calculate tracks of charges particles in electric and magnetic fields, when they are doubly-measured, we have offered a method based on the application of new conformally-invariant variables. These variables are selected in such a way that they simplify the solution of the boundary problem for potentials. We have arrived at the relativistic conformally-invariant equations for tracks in the conic deflecting systems. We also suggest the results of numerical integration of the equations for the simple system with two electrodes.