Author Affiliations
1Zhejiang Lab , Hangzhou 311121, Zhejiang , China2School of Materials Science and Engineering, Zhejiang University, Hangzhou 310058, Zhejiang , Chinashow less
Fig. 1. Glass waveguides prepared by ultrafast laser direct writing (ULDW). (a) Schematic illustration of ultrafast laser direct writing setup
[37]; (b) 1D Raman scanning and microscopic images of waveguides written in glass with different applied ultrafast pulse energies and scan speed
[44] Fig. 2. SSH model
[59]. (a) Schematic of one-dimensional periodic dimerization lattice; (b) two-level energy band diagram; (c) edge state wave function distribution; (d) wave function distribution of bulk mode
Fig. 3. 1D SSH systems prepared by ULDW. (a) Edge state injection in SSH structure
[60]; (b) bulk excitation in SSH structure
[61]; (c) dimerized lattice arranged in zigzag geometry
[62]; (d) quasi-1D waveguide array of diamond lattice with defect in each plaquette
[63]; (e) multiorbital diamond lattice 1D array
[64] Fig. 4. Thouless pumped photonic systems prepared by ULDW. (a) Illustration and (b) spectrum of AAH model
[67]; (c) topological pumping of Fibonacci-like quasicrystal
[68]; (d) schematic of LRM model and experimental results of quantized topological transport
[7] Fig. 5. Photonic graphene prepared by ULDW. (a) Diagram and (b) edge band structure for bearded and zig-zag edges of photonic graphene
[72]; (c) unconventional edge band structure and (d) fraction of power confined to edge for zigzag and bearded edges of photonic graphene
[73]; (e) uncompressed and strongly compressed honeycomb structures; (f) ratio of optical power on bearded edge to that diffracted into bulk for different
and compression factor
[74] Fig. 6. Higher-order topological insulators and topological disclinations prepared by ULDW. (a) Diagram and (b) cross-section view under microscope of square SSH HOTI
[78]; Kagome lattice in (c) triangular and (d) rhombic geometry
[9]; (e) diagrams and (f) microscope images of
symmetric photonic waveguide lattices
[82]; (g) honeycomb array with Kekulé distortion; (h) disclination array with pentagonal core
[16] Fig. 7. Floquet topological insulators prepared by ULDW. (a) Hybrid structure composed of 1D straw input structure and 2D spiral waveguide honeycomb structure
[11]; (b) 2D topological pump structure
[89]; (c) four different bond cyclic driving protocol in anomalous photonic Floquet topological insulator
[90]; (d) Sierpinski triangle fractal Floquet topological insulator
[13]; (e) Sierpinski carpet fractal anomalous Floquet topological insulator
[93]; (f) edge state corresponding to structure in Fig. 7(e)
[93]; (g) time-varying super honeycomb structure
[94]; (h) 2D time-varying SSH array
[95]; (i) 2D synthetic-space lattice
[96] Fig. 8. Non-Hermitian topological insulators prepared by ULDW. (a) Non-Hermitian SSH model
[99]; (b) topological interface in PT-symmetric waveguide array
[100]; (c) schematic of non-Hermitian interface of SSH model
[101]; (d) 2D PT-symmetric graphene lattice
[102]; (e) parallel and diagonal non-Hermitian 2D SSH arrays
[103]; (f) bipartite helical waveguide non-Hermitian array
[104] Fig. 9. Nonlinear photonic topological insulators prepared by ULDW. (a) Nonlinearity-induced anomalous Floquet photonic topological insulator
[107]; (b) nonlinear corner excitations in dimerized Kagome lattices
[106]; (c) linear and nonlinear topological Thouless pump
[108]; (d) relationship between nonlinearity intensity and nonlinearity pump distance in AAH
[21] Fig. 10. Topologically protected quantum entanglement and quantum interference in photonic topological insulators. (a) Measured cross-correlation of entangled double photons in nondiagonal AAH lattice
[113]; (b) schematic of dynamics of entangled double photons in non-mediocre and mediocre SSH lattices
[27]; (c) topological beam splitter based on AAH waveguide array
[114] Fig. 11. Non-Abelian braiding structures prepared by ULDW. (a) Schematic of two-mode non-Abelian braiding structure based on four-waveguide time-varying coupling
[116]; (b) non-Abelian braiding structure with Lieb lattice based on four-waveguide time-varying coupling
[28]