Title :
On a class of singular points in solutions of dense electron beam equations
Author_Institution :
SRPC TORIY, Moscow, Russia
Abstract :
Under hydrodynamic approximation components of electromagnetic field in projections on the axes of Lagrange´s system of coordinates are represented by the law of motion of charged particles. Using inhomogeneous Maxwell´s equations there can be got equations of dense electron beam which consists of the only law of motion and integrals of motion in projections on axes of Lagrange´s system of coordinates
Keywords :
Maxwell equations; electron beams; Lagrange coordinate system; charged particles; dense electron beam equation; electromagnetic field; hydrodynamic approximation; inhomogeneous Maxwell equations; integral of motion; law of motion; singular point; Current density; Electromagnetic fields; Electron beams; Electrostatics; Hydrodynamics; Hydrogen; Integral equations; Lagrangian functions; Maxwell equations; Tensile stress;
Conference_Titel :
Electronics and Radiophysics of Ultra-High Frequencies, 1999. International University Conference Proceedings
Conference_Location :
St Petersburg
Print_ISBN :
5-7422-0083-8
DOI :
10.1109/UHF.1999.787934
