Center for Soft and Living Matter, Institute for Basic Science, Ulsan, South Korea.
Department of Physics, Ulsan National Institute of Science and Technology (UNIST), Ulsan, South Korea.
Soft Matter. 2022 Aug 31;18(34):6419-6425. doi: 10.1039/d2sm00781a.
We consider experimentally the Takatori-Sahu model of vesicle shape fluctuations induced by enclosed active matter, a model till present tested only in the absence of collective motion because few enclosed bacteria were used to generate the desired active motion (S. C. Takatori and A. Sahu, , 2020, , 158102). Using deformable giant unilamellar vesicles (GUVs) and phase contrast microscopy, we extract the mode-dependence of GUV shape fluctuations when hundreds of bacteria are contained within each GUV. In the microscope focal plane, patterns of collective bacteria flow include vortex flow, dipolar flow, and chaotic motion, all of which influence the GUV shapes. The Takatori-Sahu model generalizes well to this situation if one considers the moving element to be the experimentally-determined size of the collecively-moving flock.
我们通过实验研究了 Takatori-Sahu 模型,该模型描述了由封闭的活性物质引起的囊泡形状波动,到目前为止,该模型仅在没有集体运动的情况下进行了测试,因为为了产生所需的活性运动,只使用了少量的封闭细菌(S. C. Takatori 和 A. Sahu,, 2020,, 158102)。使用可变形的巨大单层囊泡(GUV)和相差显微镜,我们提取了当数百个细菌被包含在每个 GUV 中时 GUV 形状波动的模式依赖性。在显微镜焦平面上,细菌集体流动的模式包括涡旋流、偶极流和混沌运动,所有这些都会影响 GUV 的形状。如果将运动元件视为集体运动群体的实验确定大小,那么 Takatori-Sahu 模型就可以很好地适用于这种情况。