In a 2N-pole electromagnetic system, defining the electron optical Hamiltonian function, we have derived both general algebraic expressions (arbitrary N) and special numerical formulas (N = 3,4,5,6,7) for different aberrations from lower to higher order (i.e., the order of N - 1, N + 1, 2N - 3, 2N - 1, 3N - 5). The so-called canonical aberration theory in electromagnetic multipoles has thus been developed, which allows us to deduce angular dependencies of different aberrations and to examine the possibility for spherical correction of a round lens by using multipoles.Physics, AppliedSCI(E)0ARTICLE125968-59756
The author (J. Ximen) has developed canonical aberration theory, performed a generalized integration...
In the present paper, Gaussian optical property in the bi-potential electrostatic and the bell-shape...
Based on the electron optical canonical aberration theory, up to the fifth-order geometric aberratio...
Canonical aberration theory has been applied to analyze the aberration structure of both electrostat...
By defining the Hamiltonian function in an electron optical system the canonical aberration theory h...
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 Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
Electron optical aberration theory for combined electromagnetic focusing deflection systems with cur...
In this paper the modern map method is applied to the third- and fifth-order aberration analysis of ...
In this paper the first- and third-order chromatic aberrations of electrostatic round lenses have be...
In this paper, fifth-order geometric aberrations of round electron lenses have been restudied. Impro...
This thesis deals with computing of the magnetic lens with a perturbed pole piece due to manufacturi...
In this paper the fifth-order canonical geometric aberration patterns are analyzed and a numerical e...
The author (J. Ximen) has developed canonical aberration theory, performed a generalized integration...
In the present paper, Gaussian optical property in the bi-potential electrostatic and the bell-shape...
Based on the electron optical canonical aberration theory, up to the fifth-order geometric aberratio...
Canonical aberration theory has been applied to analyze the aberration structure of both electrostat...
By defining the Hamiltonian function in an electron optical system the canonical aberration theory h...
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 Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
Using Hamiltonian representation, the author (J. Ximen) has developed canonical aberration theory, a...
Electron optical aberration theory for combined electromagnetic focusing deflection systems with cur...
In this paper the modern map method is applied to the third- and fifth-order aberration analysis of ...
In this paper the first- and third-order chromatic aberrations of electrostatic round lenses have be...
In this paper, fifth-order geometric aberrations of round electron lenses have been restudied. Impro...
This thesis deals with computing of the magnetic lens with a perturbed pole piece due to manufacturi...
In this paper the fifth-order canonical geometric aberration patterns are analyzed and a numerical e...
The author (J. Ximen) has developed canonical aberration theory, performed a generalized integration...
In the present paper, Gaussian optical property in the bi-potential electrostatic and the bell-shape...
Based on the electron optical canonical aberration theory, up to the fifth-order geometric aberratio...