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Localized Topological States in Finite Non-Hermitian Photonic Lattices
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作者 Xiong Fan Wenchi Zang +2 位作者 Ming Ma Li-Gang Wang Tianxing Ma 《Chinese Physics Letters》 2026年第4期142-153,共12页
Edge states hybridize in finite-size topological materials,opening a gap between edge states which weakens the topological protection.Recent studies discover the recovery of zero modes in the finite-size non-Hermitian... Edge states hybridize in finite-size topological materials,opening a gap between edge states which weakens the topological protection.Recent studies discover the recovery of zero modes in the finite-size non-Hermitian Su-Schrieffer-Heeger photonic lattices,which is of significance for fault-tolerant photonic integrations.In this paper,we reveal that the underlying mechanism is level attraction,a phenomenon common in non-Hermitian systems. 展开更多
关键词 level attractiona gap edge states localized topological states non hermitian photonic lattices edge states hybridization edge states hybridize finite size topological materials
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