Proceedings of LFNM ...Institution of Electrical and Electronics Engineers, 2005 - Fiber optics |
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Page 143
... temperature distribution over the cavity versus applied current is calculated . The refractive indexes of the mirror layers are redefined by using the temperature coefficients , and changes in radial reflectance spectra of the mirror ...
... temperature distribution over the cavity versus applied current is calculated . The refractive indexes of the mirror layers are redefined by using the temperature coefficients , and changes in radial reflectance spectra of the mirror ...
Page 144
... temperature distributions calculated from the top of oxide window layer across the top DBR in the center ( r = 0 ) , under the edge of oxide window ( r = 5μm ) and at the edge of top mirror ( r = 7μm ) for different values of the ...
... temperature distributions calculated from the top of oxide window layer across the top DBR in the center ( r = 0 ) , under the edge of oxide window ( r = 5μm ) and at the edge of top mirror ( r = 7μm ) for different values of the ...
Page 149
... temperature T. If the observation point is on the boundary C , integral of Eq . 10 becomes singular and Cauchy Principle Value of that integral should be calculated [ 1 ] . To obtain temperature distribution inside the rod , first , ...
... temperature T. If the observation point is on the boundary C , integral of Eq . 10 becomes singular and Cauchy Principle Value of that integral should be calculated [ 1 ] . To obtain temperature distribution inside the rod , first , ...
Contents
LFNM Plenary | 1 |
BatteryLess Spatial Optical Communication Terminals for LocationBased Indoor | 14 |
Resonant Photoproduction of the ElectronPositron Pair with Photon Emission | 27 |
Copyright | |
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active allows amplitude analysis application approximation band beam boundary calculated carrier cavity characteristics circuit coefficient considered corresponding coupled crystal curves dependence described determined device diffraction direction distribution e-mail effect efficiency electric Electronics elements energy equation error excitation experimental fiber field filter frequency function gain given grating IEEE increasing input intensity interval laser lattice layer length light limited losses maximum measurement medium method mirror mode modulation noise nonlinear observed obtained operation optical oscillator output parameters periodic phase photonic polarization possible presented problem propagation pulse pumping quantum radiation range REFERENCES reflection refractive index region resonator sample scattering semiconductor sensor shift shown shows signal simulation solitons solution spatial spectral spectrum structure surface temperature thickness transmission Ukraine University University of Guanajuato wave waveguide wavelength width