论文信息 - Mode coupling effects in optical fibres: perturbative solution of the time-dependent power flow equation

Mode coupling effects in optical fibres: perturbative solution of the time-dependent power flow equation

Some new aspects of the perturbative solution of the time-dependent power flow equation are investigated. The roles of the amplitude in the fibre perturbation, of the intrinsic attenuation coefficient and of the launching condition are stressed. The reaching of the steady state is studied with particular attention in order to give predictions on attenuation and bandwidth of real optical links.

G. Cancellieri | P. Fantini

[1] R. Olshansky,et al. Mode Coupling Effects in Graded-index Optical Fibers. , 1975, Applied optics.

[2] G. Cancellieri,et al. Scanning technique for investigating optical fibre dispersion , 1979 .

[3] J. Arnaud,et al. Ray theory of the impulse response of randomly bent multimode fibres , 1978 .

[4] C. Papas,et al. Modal dispersion in lightguides in the presence of strong coupling , 1978 .

[5] G. Cancellieri,et al. Mode coupling in graded-index optical fibres due to perturbation of the index profile , 1980 .

[6] D. Gloge,et al. Impulse response of clad optical multimode fibers , 1973 .

[7] Mode coupling in graded-index optical fibres due to microbending , 1981 .

[8] Techniques and Formulations for Mode Coupling of Multimode Optical Fibers , 1978 .

[9] D. Gloge,et al. Optical power flow in multimode fibers , 1972 .

[10] E. A. J. Marcatili,et al. Multimode theory of graded-core fibers , 1973 .

[11] Giovanni Cancellieri,et al. Baseband Response of Multimode Optical Fibers under Different Excitation Conditions , 1982 .

[12] G. Cancellieri,et al. Frequency-dependent steady-state distribution of optical power in multimode fibres , 1981 .

[13] J. Hannay,et al. Ray theory and random mode coupling in an optical fibre waveguide. II , 1976 .