Method for regulating two dimensional photon crystal forbidden band
A two-dimensional photonic crystal, band gap technology, applied in optics, nonlinear optics, instruments, etc., can solve the problems of complex realization, narrow band gap, and insignificant temperature change.
- Summary
- Abstract
- Description
- Claims
- Application Information
AI Technical Summary
Problems solved by technology
Method used
Image
Examples
Embodiment 1
[0030] In this example, the structure is as Figure 4 31 in (a) is a top view of a two-dimensional photonic crystal structure. Air holes are drilled in a square structure on a GaAs (ε=12.9) plate, the lattice constant is 0.6mm, and the duty cycle f= 0.567, plasma frequency ω p =0.785THz, add a magnetic field along the direction of air space extension, and the magnetic field strength is from 0-0.474 Tesla. Figure 4 30 in (a) is the TM wave energy band diagram, and it can be seen that the forbidden band has not changed. Figure 4 32, 33, and 34 in (a) are the energy band diagrams of TE waves without adding a magnetic field, the magnetic field strength is 0.24 Tesla, and the magnetic field strength is 0.474 Tesla. We can see that the energy band distribution has changed significantly , Figure 4 (b) is a schematic diagram of the change of the forbidden band. The abscissa is the change of the magnetic field strength, and the ordinate is the frequency. The gray area on the figu...
Embodiment 2
[0032] In this example, the structure is as Figure 5 As shown in 41, it is a top view of a two-dimensional photonic crystal structure. Air holes are drilled in a triangular structure on a GaAs (ε=12.9) plate. The lattice constant is 0.6mm, and the duty cycle f=0.735. Plasma frequency ω p =0.942THz, add a magnetic field along the air space extension direction, Figure 5 40 in is the TM wave energy band diagram, it can be seen that the forbidden band has not changed, Figure 5 42 in is the energy band diagram of the TE wave without adding a magnetic field, Figure 5 43 in the figure is a schematic diagram of the change in the forbidden band of the TE wave despite the change of the magnetic field strength. The range of the magnetic field strength is still 0 to 0.474 Tesla. The abscissa is the change of the magnetic field strength, and the ordinate is the frequency. We can see that with the increase of the magnetic field strength, the starting frequency of the forbidden band i...
PUM
Login to View More Abstract
Description
Claims
Application Information
Login to View More 