Based on the electron optical canonical aberration theory, up to the fifth-order geometric aberrations have been analyzed for an equal diameter two-tube electrostatic lens with the gap of 0.1 diameter and accelerating voltage ratio ranging from 5 to 40. The precisions are controlled rigorously at every step. For the computational results presented the computed first- and third-order electron optical properties agree with the accurate values published in the literature of about 0.2%, and thus the fifth-order aberration is believed to be acquired in a precision of about 1%. The contributions of third- and fifth-order aberrations to the total aberration with respect to the filling factor or the accelerating voltage ratio have been first calcul...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
In this paper electron optical canonical aberration theory and the generalized integration transform...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
In the present paper third order chromatic aberrations have been computed for an immersion lens and ...
In this paper, based on electron optical canonical aberration theory, all the analytical formulas of...
In this paper up to fifth-order geometric and third-order chromatic aberration coefficients of typic...
In this paper, fifth-order geometric aberrations of round electron lenses have been restudied. Impro...
In the present paper, the analytical analysis and numerical calculation of ultrahigh-order (up to th...
In this paper the first- and third-order chromatic aberrations of electrostatic round lenses have be...
In this paper the modern map method is applied to the third- and fifth-order aberration analysis of ...
In this paper the fifth-order canonical geometric aberration patterns are analyzed and a numerical e...
Glaser and Robl (Z. Angew. Math. Phys. 2 (1951) 444) first proposed a theoretical model for a bi-pot...
The author has developed canonical aberration theory, and has performed a generalized integration tr...
The author has developed canonical aberration theory, and has performed a generalized integration tr...
Using a computer model of a two cylinder electrostatic lens, some novel relationships have been foun...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
In this paper electron optical canonical aberration theory and the generalized integration transform...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
In the present paper third order chromatic aberrations have been computed for an immersion lens and ...
In this paper, based on electron optical canonical aberration theory, all the analytical formulas of...
In this paper up to fifth-order geometric and third-order chromatic aberration coefficients of typic...
In this paper, fifth-order geometric aberrations of round electron lenses have been restudied. Impro...
In the present paper, the analytical analysis and numerical calculation of ultrahigh-order (up to th...
In this paper the first- and third-order chromatic aberrations of electrostatic round lenses have be...
In this paper the modern map method is applied to the third- and fifth-order aberration analysis of ...
In this paper the fifth-order canonical geometric aberration patterns are analyzed and a numerical e...
Glaser and Robl (Z. Angew. Math. Phys. 2 (1951) 444) first proposed a theoretical model for a bi-pot...
The author has developed canonical aberration theory, and has performed a generalized integration tr...
The author has developed canonical aberration theory, and has performed a generalized integration tr...
Using a computer model of a two cylinder electrostatic lens, some novel relationships have been foun...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
In this paper electron optical canonical aberration theory and the generalized integration transform...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...