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Self-Consistent Approach to the Theory of Spatial Inhomogeneous Effects in a Gas Laser

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Abstract

In the case of a steady-state generation the problem of calculation the laser frequencies, intensities and the spatial disttribution of the field in the resonator reduces to selfconsistent solving of the steady state nonlinear wave equation for the field inducing polarization of the active medium and the quantum-mechanical equation relating the polarization of a medium with the optical wave field. The equations are supplemented by some boundary conditions.

© 1996 IEEE

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