1. Dynamical and topological properties of the spin angular momenta in general electromagnetic fields.
- Author
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Shi, Peng, Du, Luping, Yang, Aiping, Yin, Xiaojin, Lei, Xinrui, and Yuan, Xiaocong
- Subjects
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ANGULAR momentum (Mechanics) , *ELECTROMAGNETIC fields , *TOPOLOGICAL property , *SPIN Hall effect , *ELECTROMAGNETIC waves , *QUANTUM spin Hall effect - Abstract
Spin angular momenta play important roles in light–matter interactions, leading to the emergence of the spin Hall effect and topological quasiparticles in modern optics. The typical approach is to decompose the spins of plane electromagnetic waves into longitudinal and transverse components, yet this description is not easily transferable to more structured electromagnetic environments. Here, we developed a field theory to reveal the physical origin and topological properties of longitudinal and transverse spins for arbitrary electromagnetic waves (including water waves and acoustic waves) in both near-field and free space. For electromagnetic waves carrying intrinsic helicity, we observed the emergence of helicity-dependent transverse spin possessing helicity-dependent spin-momentum locking. To verify that the number of spin-momentum locking states coincides with the spin Chern number, we experimentally measured the three-dimensional spin angular momentum densities of Bloch-type optical skyrmions. Our findings yield valuable insight for constructing spin-based field theory and exploiting optical topological quasiparticle-based applications. The task of mapping solid-state spin-orbit coupling (SOC) into photonic systems has sparked intense research efforts. The authors propose a unified theory to study SOC in photonic and classical wave systems, that is validated numerically and through ad hoc experiments with Bloch-type photonic skyrmions, showing excellent agreement between the two. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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