ORCID
0000-0003-2504-1303
Keywords
Topological Photonics, Non-Hermitian systems, Programmable integrated photonics
Abstract
The interplay between non-Hermiticity and topology has emerged as a frontier in photonics, with important implications for quantum optics, lasers, and sensors. While conventional approaches rely on Hermitian band structures, recent theory shows that loss and dissipation can themselves give rise to novel topological phenomena. In this dissertation, we experimentally explore this paradigm using programmable integrated photonic platforms based on coupled silicon ring resonators. We first demonstrate that purely non-Hermitian effects, without any underlying Hermitian topology, can induce topological edge states. Implementing a non-Hermitian Aubry–Andre–Harper model with loss modulation, we observe edge-localized modes in both periodic and quasiperiodic configurations and establish their robustness against disorder. Building on this, we report the first experimental realization of topology generated solely by engineered dissipation, highlighting loss modulation as a practical tool for photonic design. Beyond demonstrating these states, we introduce strategies for their controlled excitation and selection. An incoherence-assisted excitation scheme shows that incoherent light can selectively excite topological modes in a non-Hermitian SSH lattice, removing the need for precise phase control. We also realize a non-Hermitian photonic filter that exploits dissipation to isolate a desired state, creating a dissipation-free subspace that enhances protection and robustness. In parallel, we explore Hamiltonian learning in complex photonic systems. Using supervised machine learning applied to spectral data, we accurately predict onsite losses and resonance shifts, providing a scalable and non-invasive route to system characterization. Finally, we extend our study to next-nearest-neighbor couplings by experimentally realizing an extended SSH model with a phase diagram analogous to the Haldane model, revealing how such couplings modify edge states. Together, these results advance the experimental control of non-Hermitian and topological photonics, opening new pathways toward practical topological devices and deeper exploration of non-Hermitian matter.
Completion Date
2025
Semester
Fall
Committee Chair
Andrea Blanco-Redondo
Degree
Doctor of Philosophy (Ph.D.)
College
College of Optics and Photonics
Department
CREOL, college of optics and photonics
Format
Identifier
DP0029816
Document Type
Thesis
Campus Location
Orlando (Main) Campus
STARS Citation
Hashemi, Amin, "Programmable Integrated Topological Photonics" (2025). Graduate Thesis and Dissertation post-2024. 456.
https://stars.library.ucf.edu/etd2024/456