Tunable semiconductor laser
A technology of lasers and semiconductors, applied in semiconductor lasers, lasers, laser components, etc., can solve problems such as inconsistent output optical power, achieve flat reflection peak response, ensure stability, and simple design of grating structure parameters
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Embodiment 1
[0075]In the first embodiment, the number of sub-segments of the front and rear multi-phase-shift digital cascaded Bragg gratings 9 and 10 is 3, and the multiplication factor of the number of channels is 2, that is, m=2, M=3, n=2, N=3. Figure 6 It is a structural schematic diagram of the front and rear multi-phase shift digital cascaded Bragg gratings in the first embodiment. For the front and rear multi-phase shift digital cascade Bragg gratings 9, 10, according to the formula φ kf =k×2π / m (pre-multi-phase shift digital cascaded Bragg grating 9) and φ kr =k×2π / n (post multi-phase shift digital cascaded Bragg grating 10), then the grating initial phase difference φ between the k+1 sampling period and the k sampling period kf with φ kr Both are kπ. The parameters used in the front and rear multi-phase shift digital cascaded Bragg gratings 9 and 10 are shown in Table 1 below. The effective refractive index n eff Choose 3.21.
[0076] Table 1: Structural parameter table of...
Embodiment 2
[0081] In the second embodiment, the number of sub-segments of the front and rear multi-phase-shift digital cascaded Bragg gratings 9 and 10 is 3, and the multiplication factor of the number of channels is 3, that is, m=3, M=3, n=3, N=3. Figure 11 It is a structural schematic diagram of the front and rear multi-phase shift digital cascaded Bragg gratings 9 and 10 in the second embodiment. For the front and rear multi-phase shift digital cascade Bragg gratings 9, 10, according to the formula φ kf =k×2π / m (pre-multi-phase shift digital cascaded Bragg grating 9) and φ kr =k×2π / n (post multi-phase shift digital cascaded Bragg grating 10), then the grating initial phase difference φ between the k+1 sampling period and the k sampling period kf with φ kr Both are k×2π / 3. The parameters used for the front and rear multi-phase shift digital cascaded Bragg gratings 9 and 10 are shown in Table 2 below. The effective refractive index n eff Choose 3.21.
[0082] Figure 12 and Fi...
Embodiment 3
[0087] In the third embodiment, the number of sub-segments of the front and rear multi-phase-shift digital cascaded Bragg gratings 9 and 10 is 4, and the multiplication factor of the number of channels is 2, that is, m=2, M=4, n=2, N=4. Figure 14 It is a schematic diagram of the structure of the front and rear multi-phase shift digital cascaded Bragg gratings in the third embodiment. For the front and rear multi-phase shift digital cascade Bragg gratings 9, 10, according to the formula φ kf =k×2π / m (pre-multi-phase shift digital cascaded Bragg grating 9) and φ kr =k×2π / n (post multi-phase shift digital cascaded Bragg grating 10), then the grating initial phase difference φ between the k+1 sampling period and the k sampling period kf with φ kr Both are kπ. The parameters used in the front and rear multi-phase shift digital cascaded Bragg gratings 9 and 10 are shown in Table 3 below. The effective refractive index n eff Choose 3.21.
[0088] Table 3: Structural parameter ...
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