Yan Zijie, Sajjan Manas, Scherer Norbert F
The James Franck Institute and Department of Chemistry, The University of Chicago, 929 East 57th Street, Chicago, Illinois 60637, USA.
Phys Rev Lett. 2015 Apr 10;114(14):143901. doi: 10.1103/PhysRevLett.114.143901. Epub 2015 Apr 6.
Optical matter can be created using the intensity gradient and electrodynamic (e.g., optical binding) forces that nano- and microparticles experience in focused optical beams. Here we show that the force associated with phase gradient is also important. In fact, in optical line traps the phase gradient force is crucial in determining the structure and stability of optical matter arrays consisting of Ag nanoparticles (NPs). NP lattices can be repeatedly assembled and disassembled simply by changing the sign of the phase gradient. The phase gradient creates a compressive force (and thus a stress) in the optically bound Ag NP lattices, causing structural transitions (a stress response) from 1D "chains" to 2D lattices, and even to amorphous structures. The structural transitions and dynamics of driven transport are well described by electrodynamics simulations and modeling using a drift-diffusion Langevin equation.
利用纳米和微米粒子在聚焦光束中所经历的强度梯度和电动力(如光束缚力),可以产生光学物质。在此我们表明,与相位梯度相关的力也很重要。事实上,在光学线阱中,相位梯度力对于确定由银纳米颗粒(NP)组成的光学物质阵列的结构和稳定性至关重要。只需改变相位梯度的符号,NP晶格就能反复组装和拆卸。相位梯度在光学束缚的银NP晶格中产生压缩力(进而产生应力),导致结构从一维“链”转变为二维晶格,甚至转变为非晶结构。利用漂移扩散朗之万方程进行的电动力学模拟和建模很好地描述了结构转变和驱动输运的动力学过程。