Pu Tanchao, Ou Jun-Yu, Savinov Vassili, Yuan Guanghui, Papasimakis Nikitas, Zheludev Nikolay I
Optoelectronics Research Centre and Centre for Photonic Metamaterials University of Southampton Southampton SO17 1BJ UK.
Centre for Disruptive Photonic Technologies The Photonics Institute School of Physical and Mathematical Sciences Nanyang Technological University Singapore 637371 Singapore.
Adv Sci (Weinh). 2020 Nov 17;8(1):2002886. doi: 10.1002/advs.202002886. eCollection 2020 Jan.
A nonintrusive far-field optical microscopy resolving structures at the nanometer scale would revolutionize biomedicine and nanotechnology but is not yet available. Here, a new type of microscopy is introduced, which reveals the fine structure of an object through its far-field scattering pattern under illumination with light containing deeply subwavelength singularity features. The object is reconstructed by a neural network trained on a large number of scattering events. In numerical experiments on imaging of a dimer, resolving powers better than /200, i.e., two orders of magnitude beyond the conventional "diffraction limit" of /2, are demonstrated. It is shown that imaging is tolerant to noise and is achievable with low dynamic range light intensity detectors. Proof-of-principle experimental confirmation of DSTM is provided with a training set of small size, yet sufficient to achieve resolution five-fold better than the diffraction limit. In principle, deep learning reconstruction can be extended to objects of random shape and shall be particularly efficient in microscopy of a priori known shapes, such as those found in routine tasks of machine vision, smart manufacturing, and particle counting for life sciences applications.
一种能够解析纳米级结构的非侵入式远场光学显微镜将彻底改变生物医学和纳米技术,但目前尚未问世。在此,我们介绍一种新型显微镜,它通过在包含深亚波长奇异特征的光照射下物体的远场散射图案来揭示物体的精细结构。通过在大量散射事件上训练的神经网络对物体进行重建。在二聚体成像的数值实验中,展示了优于λ/200的分辨率,即比传统的λ/2“衍射极限”超出两个数量级。结果表明,成像对噪声具有耐受性,并且使用低动态范围光强探测器即可实现。利用小尺寸训练集对深度散射显微镜(DSTM)进行了原理验证实验确认,该训练集虽小,但足以实现比衍射极限高五倍的分辨率。原则上,深度学习重建可扩展到任意形状的物体,并且在诸如机器视觉、智能制造等常规任务以及生命科学应用中的粒子计数等先验已知形状的显微镜检查中应特别有效。