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arXiv 2404.09321physics.optics
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时空光学涡旋的横向轨道角动量的澄清

Clarification of the transverse orbital angular momentum of spatiotemporal optical vortices

Miguel A. Porras

AI总结:

本研究澄清了时空光学涡旋(STOV)横向轨道角动量的争议,证明两项矛盾研究分别对应不同类型的椭圆STOV且均正确,指出时空对称STOV应参考PIER结果,并纠正了相关文献的归因错误。

摘要:

时空光学涡旋(spatiotemporal optical vortices, STOV)的产生与应用研究进展迅速,但其本质的基本方面仍不明确。《Phys. Rev. A 107, L031501 (2023)》(PRA)与《Prog. Electromagn. Res. 177, 95 (2023)》(PIER)针对STOV携带的横向轨道角动量(orbital angular momentum, OAM)给出了相互矛盾的结果。我们证明,Porras在PIER中与Bliokh在PRA中得到的结果分别对应不同的STOV,二者均是正确的。在PIER的研究中,STOV在给定截面与时刻下(或在时空中)呈椭圆状,但在三维空间中并非如此;而在PRA的研究中,STOV在空间中呈椭圆状,但在时空中并非如此。这一点可通过两种对偶、等价的横向OAM理论得到验证:一种将波包视为在时空中随传播距离演化,另一种将其视为在空间中随时间演化,二者能够解释PIER与PRA中总OAM、内禀OAM与外禀OAM的所有取值。不过,PRA中相对于光子波函数中心的内禀OAM通常不守恒,这支持将PIER中的能量中心作为STOV的中心。我们认为,实验中产生的STOV据称具有时空椭圆对称性,因此PIER中给出的数值应作为椭圆STOV的参考值,其中的理论可用于评估其他波包的横向OAM。Hancock等人在《Phys. Rev. Lett. 127, 193901 (2021)》与《Phys. Rev. X. 14, 011031 (2024)》中,错误地将空间中椭圆STOV的横向OAM,归因于他们理论上研究且实验中可产生的时空椭圆STOV。

英文摘要:

Advances in the generation and the application of spatiotemporal optical vortices (STOV) are proceeding fast, but fundamental aspects of their nature remain obscure. Phys. Rev. A 107, L031501 (2023) (PRA) and Prog. Electromagn. Res. 177, 95 (2023) (PIER) provide contradictory results on the transverse orbital angular momentum (OAM) carried by STOVs. We show that the results by Porras in PIER and by Bliokh in PRA refer to different STOVs and are all correct. In PIER, STOVs are elliptical at given cross section and time, or in space-time, but not in three-dimensional space. In PRA, STOVs are elliptical in space but not in space-time. This is evidenced from two dual, equivalent theories on the transverse OAM where a wave packet is seen in space-time evolving with propagation distance or in space evolving in time, that accounts for all values of the total, intrinsic and extrinsic OAM in PIERS and PRA. However, the intrinsic OAM with respect to the photon wave function center in PRA is not generally conserved, which advocates for the energy center in PIER as the STOV center. We argue that STOVs are generated in experiments to purportedly have elliptical symmetry in space-time. The values provided in PIER should then be taken as the reference for elliptical STOVs, and the theory therein to evaluate the transverse OAM of other wave packets. Hancock et al. in Phys. Rev. Lett. 127, 193901 (2021) and Phys. Rev. X. 14, 011031 (2024) erroneously attribute the transverse OAM of elliptical STOVs in space to the elliptical STOVs in space-time they consider theoretically and can generate in their experiments.

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