One-dimensional symmetrical Fibonacci quasi-optical crystal, preparation method thereof and optical instrument
A Fibonacci quasi-optical crystal technology, applied in the optical field, can solve the problem that the wavelength band cannot be effectively turned on and off, and achieve good modulation performance
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[0054] Figure 4 is a schematic diagram showing a beam of light vertically passing through an asymmetric Fibonacci or symmetric Fibonacci-like quasi-optical crystal. The amplitude of the optical field in the nth layer can be written as
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[0056] The first item on the right represents the light field component propagating forward in the nth layer, A n is the amplitude of its electric field, and the second item on the right represents the light field component propagating backward in the nth layer, B n is the amplitude of its electric field, k n is the Bonisian of light in layer n, z n is the position of the interface between the (n-1)th layer and the nth layer. Considering the continuity of the optical field amplitude and magnetic field amplitude (that is, the derivative of the optical field amplitude) at the interface between the two layers, we can obtain the following iterative relationship
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