📄 line-defect.ctl
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; A line-defect waveguide in a 2d triangular lattice of dielectric; rods (c.f. tri-rods.ctl), formed by a row of missing rods along the; "x" direction. (Here, "x" and "y" refer to the first and second; basis directions.) This structure supports a single guided band; within the band gap, much like the analogous waveguide in a square; lattice of rods (see "Photonic Crystals" by Joannopoulos et al.).(define-param supercell-y 7) ; the (odd) number of lateral supercell periods(set! geometry-lattice (make lattice (basis1 (/ (sqrt 3) 2) 0.5) (basis2 (/ (sqrt 3) 2) -0.5) (size 1 supercell-y no-size)))(define-param eps 12) ; the dielectric constant of the rods(define-param r 0.2) ; the rod radius in the bulk crystal(set! geometry (list (make cylinder (center 0 0 0) (radius r) (height infinity) (material (make dielectric (epsilon eps))))))(set! geometry (append ; duplicate the bulk crystal rods over the supercell: (geometric-objects-lattice-duplicates geometry) ; add a rod of air, to erase a row of rods and form a waveguide: (list (make cylinder (center 0) (radius r) (height infinity) (material air)))))(define Gamma (vector3 0 0 0))(define K' (lattice->reciprocal (vector3 0.5 0 0))) ; edge of Brillouin zone.(set! k-points (interpolate 4 (list Gamma K'))); the bigger the supercell, the more bands you need to compute to get; to the defect modes (the lowest band is "folded" supercell-y times):(define-param extra-bands 5) ; number of extra bands to compute above the gap(set! num-bands (+ supercell-y extra-bands))(set-param! resolution 32); Compute the TM modes, outputting the Ez field in the *middle* of the; band. (In general, the guided mode in such an air defect may have; exited the gap by the time it reaches the edge of the Brillouin; zone at K'.)(run-tm (output-at-kpoint (list-ref k-points (quotient (length k-points) 2)) fix-efield-phase output-efield-z))
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