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      Simulation for DFB Lasers with Grating Phase of π on One Mirror Face

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      https://www.riss.kr/link?id=A106593361

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      다국어 초록 (Multilingual Abstract)

      In this paper, a simulation tool has been developed and the threshold gain and lasing frequency of a lasing mode in longitudinal direction of a 1.55um DFB(Distributed Feedback) laser with two mirrors and without anti-reflection coatings, that have both gain and index gratings, have been analyzed. The main purpose of this paper is to find an optimum value of grating phase of a mirror face and coupling strength in order to obtain excellent stable frequency operation of a single-mode during high-speed modulation. The grating phase of a left mirror face is fixed to be π and the grating phase of a right mirror face is varied. In order to obtain the largest gap in the oscillation threshold-gain between the first and second modes, DFB lasers should have coupling strength  =10 in case of Bragg deviation   . In case of   , the oscillation frequency selectivity of the single-mode is excellent in the range from  =2 to  =6, except of  phase= . If the goal is to minimize the oscillation gain, DFB lasers should have  =10, in order to enhance the backward scattering of the propagating light.
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      In this paper, a simulation tool has been developed and the threshold gain and lasing frequency of a lasing mode in longitudinal direction of a 1.55um DFB(Distributed Feedback) laser with two mirrors and without anti-reflection coatings, that have bot...

      In this paper, a simulation tool has been developed and the threshold gain and lasing frequency of a lasing mode in longitudinal direction of a 1.55um DFB(Distributed Feedback) laser with two mirrors and without anti-reflection coatings, that have both gain and index gratings, have been analyzed. The main purpose of this paper is to find an optimum value of grating phase of a mirror face and coupling strength in order to obtain excellent stable frequency operation of a single-mode during high-speed modulation. The grating phase of a left mirror face is fixed to be π and the grating phase of a right mirror face is varied. In order to obtain the largest gap in the oscillation threshold-gain between the first and second modes, DFB lasers should have coupling strength  =10 in case of Bragg deviation   . In case of   , the oscillation frequency selectivity of the single-mode is excellent in the range from  =2 to  =6, except of  phase= . If the goal is to minimize the oscillation gain, DFB lasers should have  =10, in order to enhance the backward scattering of the propagating light.

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      참고문헌 (Reference)

      1 Jing-Yi Wang, "Theory for optimum design and analysis of distributed-feedback lasers" 11 (11): 24-26, 1999

      2 M. Okai, "Stability of the longitudinal mode in lambda/4-shifted InGaAsP/InP DFB lasers" 25 (25): 1314-1319, 1989

      3 C.A. Ferreira Fernandes, "Stability in single longitudinal mode operation in DFB laser structures" 2004

      4 X. Pan, "Spectral linewidth of DFB lasers including the effects of spatial hole-burning and nonuniform current injection" 2 (2): 312-315, 1990

      5 H. Olesen, "Single-mode stability of DFB lasers with longitudinal Bragg detuning" 7 (7): 461-463, 1995

      6 T.L. Koch, "Semiconductor lasers for coherent optical fiber communications" 8 (8): 274-293, 1990

      7 T.K. Sudoh, "Self-suppression effect of longitudinal spatial hole burning in absorptive-grating gain-coupled DFB lasers" 5 (5): 1276-1278, 1993

      8 T. Yamanaka, "Numerical analysis of static wavelength shift for DFB lasers with longitudinal mode spatial hole burning" 3 (3): 610-612, 1991

      9 G. Morthier, "Design of index-coupled DEB lasers with reduced longitudinal spatial hole burning" 9 (9): 1305-1313, 1991

      10 권기영, "DFB 레이저의 빔 분포 시뮬레이션과 검정" 한국소프트웨어감정평가학회 15 (15): 71-78, 2019

      1 Jing-Yi Wang, "Theory for optimum design and analysis of distributed-feedback lasers" 11 (11): 24-26, 1999

      2 M. Okai, "Stability of the longitudinal mode in lambda/4-shifted InGaAsP/InP DFB lasers" 25 (25): 1314-1319, 1989

      3 C.A. Ferreira Fernandes, "Stability in single longitudinal mode operation in DFB laser structures" 2004

      4 X. Pan, "Spectral linewidth of DFB lasers including the effects of spatial hole-burning and nonuniform current injection" 2 (2): 312-315, 1990

      5 H. Olesen, "Single-mode stability of DFB lasers with longitudinal Bragg detuning" 7 (7): 461-463, 1995

      6 T.L. Koch, "Semiconductor lasers for coherent optical fiber communications" 8 (8): 274-293, 1990

      7 T.K. Sudoh, "Self-suppression effect of longitudinal spatial hole burning in absorptive-grating gain-coupled DFB lasers" 5 (5): 1276-1278, 1993

      8 T. Yamanaka, "Numerical analysis of static wavelength shift for DFB lasers with longitudinal mode spatial hole burning" 3 (3): 610-612, 1991

      9 G. Morthier, "Design of index-coupled DEB lasers with reduced longitudinal spatial hole burning" 9 (9): 1305-1313, 1991

      10 권기영, "DFB 레이저의 빔 분포 시뮬레이션과 검정" 한국소프트웨어감정평가학회 15 (15): 71-78, 2019

      11 S.K.B. Lo, "A method to determine the above-threshold stability of distributed feedback semiconductor laser diodes" 13 (13): 563-568, 1995

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