Peng Cheng, Hamerly Ryan, Soltani Mohammad, Englund Dirk R
Opt Express. 2019 Oct 14;27(21):30669-30680. doi: 10.1364/OE.27.030669.
Spatial light modulators (SLMs) are central to numerous applications ranging from high-speed displays to adaptive optics, structured illumination microscopy, and holography. After decades of advances, SLM arrays based on liquid crystals can now reach large pixel counts exceeding 10 with phase-only modulation with a pixel pitch of less than 10 µm and reflectance around 75%. However, the rather slow modulation speed in such SLMs (below hundreds of Hz) presents limitations for many applications. Here we propose an SLM architecture that can achieve two-dimensional phase-only modulation at high speed in excess of GHz. The architecture consists of a tunable two-dimensional array of vertically oriented, one-sided microcavities that are tuned through an electro-optic material such as barium titanate (BTO). We calculate that the optimized microcavity design achieves a phase shift under an applied bias voltage below 10 V, while maintaining nearly constant reflection amplitude. As two model applications, we consider high-speed 2D beam steering as well as beam forming. The outlined design methodology could also benefit future design of spatial light modulators with other specifications (for example amplitude modulators). This high-speed SLM architecture promises a wide range of new applications ranging from fully tunable metasurfaces to optical computing accelerators, high-speed interconnects, true 2D phased array beam steering, and quantum computing with cold atom arrays.
空间光调制器(SLM)在众多应用中都起着核心作用,这些应用涵盖了从高速显示器到自适应光学、结构照明显微镜和全息术等领域。经过数十年的发展,基于液晶的SLM阵列现在可以实现大像素数量,超过10个,仅通过相位调制,像素间距小于10μm,反射率约为75%。然而,这类SLM中相当缓慢的调制速度(低于数百赫兹)对许多应用造成了限制。在此,我们提出一种SLM架构,它能够在超过GHz的高速下实现二维纯相位调制。该架构由一个可调谐的二维垂直定向单侧微腔阵列组成,这些微腔通过诸如钛酸钡(BTO)等电光材料进行调谐。我们计算得出,优化后的微腔设计在施加低于10V的偏置电压下可实现π相移,同时保持反射幅度几乎恒定。作为两个模型应用,我们考虑高速二维光束转向以及光束形成。所概述的设计方法也可能有益于未来具有其他规格的空间光调制器(例如幅度调制器)的设计。这种高速SLM架构有望带来广泛的新应用,从完全可调谐的超表面到光学计算加速器、高速互连、真正的二维相控阵光束转向以及冷原子阵列量子计算。