论文标题

3D打印自由式波导的转换 - 启发式建模

Transformation-optics modeling of 3D-printed freeform waveguides

论文作者

Nesic, Aleksandar, Blaicher, Matthias, Orlandini, Emilio, Olariu, Tudor, Paszkiewicz, Maria, Negredo, Fernando, Kraft, Pascal, Sukhova, Mariia, Hofmann, Andreas, Dörfler, Willy, Rockstuhl, Carsten, Freude, Wolfgang, Koos, Christian

论文摘要

多光子光刻允许通过原位3D打印的自由式波导结构来补充平面光子集成电路(PIC)。但是,使用时域麦克斯韦方程求解器对这种自由形式波导的设计和优化通常需要相对较大的计算量,其中感兴趣的结构仅占据很小的部分,从而导致计算效率差。在本文中,我们提出了一种基于求解器独立的转换 - (to-)技术,该技术允许大大减少与3D自由式波导建模相关的计算工作。该概念依赖于将弯曲轨迹的自由形波导转换为具有改性材料特性但几何直轨迹的等效波导结构,可以有效地拟合到相当小的cuboid形状计算体积中。我们使用一系列不同的自由式波导来证明该技术的生存能力并基准其性能,从而将模拟时间减少了3-6倍,具有进一步改进的巨大潜力。我们还通过在硅光子芯片上进行3D打印来制造和实验测试模拟的波导,并在$λ= 1550 \ textrm {nm} $之间发现模拟传输与测量的传输之间的良好一致性。

Multi-photon lithography allows to complement planar photonic integrated circuits (PIC) by in-situ 3D-printed freeform waveguide structures. However, design and optimization of such freeform waveguides using time-domain Maxwell's equations solvers often requires comparatively large computational volumes, within which the structure of interest only occupies a small fraction, thus leading to poor computational efficiency. In this paper, we present a solver-independent transformation-optics-(TO-) based technique that allows to greatly reduce the computational effort related to modeling of 3D freeform waveguides. The concept relies on transforming freeform waveguides with curved trajectories into equivalent waveguide structures with modified material properties but geometrically straight trajectories, that can be efficiently fit into rather small cuboid-shaped computational volumes. We demonstrate the viability of the technique and benchmark its performance using a series of different freeform waveguides, achieving a reduction of the simulation time by a factor of 3-6 with a significant potential for further improvement. We also fabricate and experimentally test the simulated waveguides by 3D-printing on a silicon photonic chip, and we find good agreement between the simulated and the measured transmission at $λ= 1550 \textrm{ nm}$.

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