A problem of synthesis of electron-optical systems

Authors

  • I. Yanchak Lviv State University named after I. Franko, Ukraine

DOI:

https://doi.org/10.1109/ICATT.1997.1235217

Abstract

A complex of mathematical problems of electron optics could be subdivided into two classes: a problem of analysis and a problem of synthesis. The problems of the first type consist in finding distribution of electrostatic field of a EOS for specific electrodes configuration and given potentials on them. The problems of the second type aim at determining configuration of electrodes and potentials on them, which provide sought electron-optical parameters.

There are considered two approaches for building algorithm of numerical solving the problem of synthesis of a field with a given axial distribution, that is reduced to finding configuration of electrodes and potentials on them. An axial distribution of the field can be obtained as solution of a problem of synthesis of another type [1] or can be given among initial data of the problem.

References

Lyin, V.P.; Kateshov, V.A.; Koulikov, Yu.V.; Monastyrski, M.A. Numerical Methods of Optimization of Electronic-Optical Systems. Novosybirsk: Nauka, 1987 [in Russian].

Sybil, Yu.M. The solving of boundary-value problems for Helmholtz equations on open surfaces by integral equation method. Thesis. Lvov. 1988.

Published

1997-05-24