Max Born Institute, Berlin, Germany.
Department of Materials Science and Engineering, Massachusetts Institute of Technology, Cambridge, MA, USA.
Nature. 2023 Feb;614(7947):256-261. doi: 10.1038/s41586-022-05537-9. Epub 2023 Jan 18.
Fluctuations and stochastic transitions are ubiquitous in nanometre-scale systems, especially in the presence of disorder. However, their direct observation has so far been impeded by a seemingly fundamental, signal-limited compromise between spatial and temporal resolution. Here we develop coherent correlation imaging (CCI) to overcome this dilemma. Our method begins by classifying recorded camera frames in Fourier space. Contrast and spatial resolution emerge by averaging selectively over same-state frames. Temporal resolution down to the acquisition time of a single frame arises independently from an exceptionally low misclassification rate, which we achieve by combining a correlation-based similarity metric with a modified, iterative hierarchical clustering algorithm. We apply CCI to study previously inaccessible magnetic fluctuations in a highly degenerate magnetic stripe domain state with nanometre-scale resolution. We uncover an intricate network of transitions between more than 30 discrete states. Our spatiotemporal data enable us to reconstruct the pinning energy landscape and to thereby explain the dynamics observed on a microscopic level. CCI massively expands the potential of emerging high-coherence X-ray sources and paves the way for addressing large fundamental questions such as the contribution of pinning and topology in phase transitions and the role of spin and charge order fluctuations in high-temperature superconductivity.
在纳米尺度系统中,涨落和随机跃迁无处不在,尤其是在存在无序的情况下。然而,它们的直接观察迄今为止受到空间和时间分辨率之间看似基本的信号限制妥协的阻碍。在这里,我们开发了相干相关成像(CCI)来克服这一困境。我们的方法首先通过在傅立叶空间中对记录的相机帧进行分类。通过选择性地对同态帧进行平均,可以实现对比度和空间分辨率。时间分辨率低至单个帧的采集时间,这是通过将基于相关的相似度量与修改后的迭代层次聚类算法相结合来实现的,从而实现了异常低的错误分类率。我们应用 CCI 以纳米级分辨率研究以前无法进入的高度简并磁条纹畴状态中的磁涨落。我们揭示了 30 多个离散状态之间复杂的跃迁网络。我们的时空数据使我们能够重建钉扎能景观,并由此解释在微观水平上观察到的动力学。CCI 极大地扩展了新兴高相干 X 射线源的潜力,并为解决大型基本问题铺平了道路,例如钉扎和拓扑在相变中的贡献,以及自旋和电荷有序涨落在高温超导中的作用。