Intertype oscillations and waves of gratings and theMorse critical points

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Intertype oscillations and waves of gratings and theMorse critical points

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Author(s): Victor P. Shestopalov  and  Youri V. Shestopalov
Source: Spectral Theory and Excitation of Open Structures,1996
Publication date January 1996

Smooth variations of spectral characteristics as functions of nonspectral parameters may be violated in the regions where interaction of oscillations (and waves) of gratings corresponding to different eigenvalues (fundamental frequencies k or longitudinal wavenumbers Φ) is observed. This phenomenon takes place when spectral points approach each other in the complex space and the conditions providing existence of eigenoscillations or eigenwaves belonging to one symmetry class but different families become close and they exchange their spectral characteristics.

Inspec keywords: eigenvalues and eigenfunctions; diffraction gratings

Other keywords: eigenoscillations; intertype oscillations; spectral theory; open structures excitation; Morse critical points; eigenvalues; oscillations interaction; eigenwaves; gratings waves; nonspectral parameters

Subjects: Gratings, echelles

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