RUPAC2012 - List of Authors (Makarova, M.A.)

Paper	Title	Page
TUPPB045	The Field Cathodes with the Effect of Space Charge Modeling	415
	M.A. Makarova, E.M. Vinogradova Saint-Petersburg State University, Saint-Petersburg, Russia
	This work is devoted to the question of the effect of space charge on the field electron emission. The electrostatic potential distributions for the diode emission systems are calculated. The diode systems, which can be readily constructed, is generally used for the characterization of field emission properties of novel materials. They have some effective applications in vacuum nano- and microelectronics. In this work the plane diode emission system and cylindrical diode emission system are investigated. The solutions of Poisson's equation for the electrostatic potential distribution are received for the boundary-value problems. The right side of Poisson's equation is assumed to be the piecewise constant function. The charge conservation law and the energy conservation law are used. One and two dimensional cases are investigated.

Paper

Title

Page

The Field Cathodes with the Effect of Space Charge Modeling

415

M.A. Makarova, E.M. Vinogradova
Saint-Petersburg State University, Saint-Petersburg, Russia

This work is devoted to the question of the effect of space charge on the field electron emission. The electrostatic potential distributions for the diode emission systems are calculated. The diode systems, which can be readily constructed, is generally used for the characterization of field emission properties of novel materials. They have some effective applications in vacuum nano- and microelectronics. In this work the plane diode emission system and cylindrical diode emission system are investigated. The solutions of Poisson's equation for the electrostatic potential distribution are received for the boundary-value problems. The right side of Poisson's equation is assumed to be the piecewise constant function. The charge conservation law and the energy conservation law are used. One and two dimensional cases are investigated.