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Theory and Design of Electron Beams
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Electron Beam Systems MEBS is run jointly by Eric Munro John Rouse and Haoning Liu who jointly have over 80 years of experience in the design of charged particle optics devices and systems.Abstract:
Design Software for Electron Beam Systems mebs co uk April 23rd, 2019 Specialised software for the computer aided design of electron and ion optical systems • Expert consultancy services in the design of electron and ion beam devices and systems • Training courses in theory and design methods in charged particle optics MEBS is run jointly by Eric Munro John Rouse and Haoning Liu who jointly have over 80read more
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Journal ArticleDOI
Laser Beams and Resonators
H. Kogelnik,Tingye Li +1 more
TL;DR: This paper is a review of the theory-of laser beams and resonators and emphasis is placed on formulations and derivations which lead to basic understanding and on results which bear practical significance.
Journal ArticleDOI
Total Cross Sections for Ionization and Attachment in Gases by Electron Impact. I. Positive Ionization
TL;DR: In this paper, a new method was devised for obtaining absolute cross sections of gases relative to H2, and a McLeod gauge was used to obtain the absolute cross section in H2.
Journal ArticleDOI
Laser beams and resonators
H. Kogelnik,Tingye Li +1 more
TL;DR: This paper is a review of the theory of laser beams and resonators and emphasis is placed on formulations and derivations which lead to basic understanding and on results which bear practical significance.
Journal ArticleDOI
Off-Axis Paths in Spherical Mirror Interferometers
TL;DR: When a spherical mirror interferometer is illuminated by an off-axis ray of light, the repeated reflections cause the ray to trace a path which lies on the surface of a hyperboloid, with the points of reflection on the mirrors on ellipses as mentioned in this paper.
Journal ArticleDOI
Imaging of optical modes — resonators with internal lenses
TL;DR: In this paper, the modes of optical resonators, and optical modes of propagation or Gaussian beams of light are discussed, and a complex beam parameter is introduced for which the law of transformation by any given optical structure can be written in the simple form of a bilinear transformation.