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Titlebook: Computer Modeling of Gas Lasers; Kenneth Smith,R. M. Thomson Book 1978 Springer Science+Business Media New York 1978 laser

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Die Entwicklung der Leuchtstoff-Lichtquelle,tion function . (that is, for . representing a mode of CO. or a species):.where . is a function of the gas temperature .,the applied field .,and the relative velocity of the electron and molecule, and is obtained by solving the relevant Boltzmann equation. This equation is derived in the following section.
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https://doi.org/10.1007/978-3-642-99713-6e complex wave amplitude ..(x., y.) across an input plane .., find the complex amplitude and phase .(.) of the wave across any later output plane, .. The most common wave used in analysis is one having a Gaussian variation in amplitude across the wavefront: .where . is the radius of the spherical wave and w is the spot size.
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The Material Politics of Infrastructuree is to design high-gain CO. power amplifiers characterized by the compactness and efficiency associated with oscillators, yet possessing phase characteristics that will not degrade the frequency stability of master oscillator sources.
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Vibrational Kinetics,In Chapter 1 we derived rate equations describing energy-transfer processes during collisions between vibrationally excited molecules. In this chapter we shall apply the rate-equation approach to describe the vibrational kinetics of the CO. : N2 : He gas mixture and thus obtain a theoretical model of CO. gas lasers.
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