Mounaix Mickael, Fontaine Nicolas K, Neilson David T, Ryf Roland, Chen Haoshuo, Alvarado-Zacarias Juan Carlos, Carpenter Joel
School of Information Technology and Electrical Engineering, The University of Queensland, Brisbane, QLD, 4072, Australia.
Nokia Bell Labs, 791 Holmdel Road, Holmdel, NJ, 07722, USA.
Nat Commun. 2020 Nov 16;11(1):5813. doi: 10.1038/s41467-020-19601-3.
Lossless linear wave propagation is symmetric in time, a principle which can be used to create time reversed waves. Such waves are special "pre-scattered" spatiotemporal fields, which propagate through a complex medium as if observing a scattering process in reverse, entering the medium as a complicated spatiotemporal field and arriving after propagation as a desired target field, such as a spatiotemporal focus. Time reversed waves have previously been demonstrated for relatively low frequency phenomena such as acoustics, water waves and microwaves. Many attempts have been made to extend these techniques into optics. However, the much higher frequencies of optics make for very different requirements. A fully time reversed wave is a volumetric field with arbitrary amplitude, phase and polarisation at every point in space and time. The creation of such fields has not previously been possible in optics. We demonstrate time reversed optical waves with a device capable of independently controlling all of light's classical degrees of freedom simultaneously. Such a class of ultrafast wavefront shaper is capable of generating a sequence of arbitrary 2D spatial/polarisation wavefronts at a bandwidth limited rate of 4.4 THz. This ability to manipulate the full field of an optical beam could be used to control both linear and nonlinear optical phenomena.
无损线性波传播在时间上是对称的,这一原理可用于产生时间反转波。此类波是特殊的“预散射”时空场,它们在复杂介质中传播时,就好像在反向观察散射过程,以复杂的时空场形式进入介质,并在传播后以期望的目标场(如时空焦点)形式到达。时间反转波此前已在声学、水波和微波等相对低频的现象中得到证实。人们已多次尝试将这些技术扩展到光学领域。然而,光学领域高得多的频率带来了截然不同的要求。完全的时间反转波是一个在空间和时间的每一点都具有任意振幅、相位和偏振的体积场。此前在光学领域还无法产生这样的场。我们利用一种能够同时独立控制光的所有经典自由度的装置演示了时间反转光波。这样一类超快波前整形器能够以4.4太赫兹的带宽限制速率生成一系列任意的二维空间/偏振波前。这种操纵光束全场的能力可用于控制线性和非线性光学现象。