Matrix representation of multimode beam transformation
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The transformation of laser beams passing through optical systems is analyzed using a TEM modal decomposition. The laser beam is decomposed and the optical system is described by a matrix that relates the modal composition of the input and output beams. The hard aperture and the parabolic and Gaussian soft apertures are given a typical examples. The matrices that characterize these apertures allow analysis of the losses of laser resonators, including finite and/or variable reflectivity mirrors. The modal decomposition is used for defining modified ABCD matrices that include any kind of apertures.
[1] E. Bernabeu,et al. ABCD matrix for weakly apertured Gaussian beams in the far field. , 1991, Applied optics.
[2] Generalized spot size for a higher-order beam mode , 1979 .
[3] Nathalie McCarthy,et al. Laser mode control with variable reflectivity mirrors , 1988 .
[4] Herwig Kogelnik,et al. Laser beams and resonators , 1966 .
[5] Nathalie McCarthy,et al. Single transverse mode oscillation from an unstable resonator Nd:YAG laser using a variable reflectivity mirror , 1988 .