论文标题

通过光学模拟在非铁质系统中的虚拟质量颗粒演示

Demonstration of imaginary-mass particles by optical simulation in non-Hermitian systems

论文作者

Song, Wange, Gao, Shenglun, Li, Hanmeng, Chen, Chen, Wu, Shengjie, Zhu, Shining, Li, Tao

论文摘要

统一的量子力学和特殊相对论,狄拉克方程描述了相对论量子颗粒的行为,包括比速度更快的假想质量颗粒(例如,tachyon)。但是,到目前为止,对此类颗粒的实验搜索仍然为负。幸运的是,有可能使用可控系统通过量子模拟研究相对论量子效应。但是,这些模拟主要在封闭的物理系统中探索,从而阻碍了假想质量颗粒的演示,而一般的开放框架将在量子模拟中承诺更多的可能性。在这里,我们揭示了假想质量颗粒的动态行为可以映射到非富米硅光学晶格中波数据包的转移。我们在实验上证明了比无质量颗粒(例如光子)快速传播的超差动力学。此外,我们的仿真提出了另一种很少探索的虚构质量颗粒,这些粒子表现出具有虚源的无关行为。这是第一个实验量子模拟,能够观察到从未经过实验验证的虚构质量颗粒。我们的工作提供了一个完全可控制和可扩展的平台,以在芯片规模的水平上研究相对论量子现象,这将激发具有非热性量子效应中更深入的探索。

Unifying quantum mechanics and special relativity, the Dirac equation describes the behaviour of relativistic quantum particles, including imaginary-mass particles with faster-than-light speeds (e.g., tachyon). However, experimental searches for such particles remain negative so far. Fortunately, there are possibilities to investigate the relativistic quantum effects by quantum simulations using a controllable system. However, these simulations are mostly explored in closed physical systems that hinders the demonstration of imaginary-mass particles, whereas the general open framework would promise more possibilities in quantum simulations. Here, we reveal that the dynamic behaviors of imaginary-mass particles can be mapped to the transfer of wave packet in a non-Hermitian silicon optical lattice. We experimentally demonstrate a super-divergent dynamics of tachyon that travels faster than massless particles (e.g., photon). Besides, our simulation suggests another kind of imaginary-mass particles that have rarely been explored, which show non-divergent behaviors with imaginary energy. It is the first experimental quantum simulation being able to observe the imaginary-mass particles that have never been experimentally verified. Our work provides a fully controllable and extensible platform to investigate relativistic quantum phenomena at a chip-scale level, which would inspire more insightful explorations in quantum effects with non-Hermiticity.

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