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arXiv 2607.03410physics.flu-dyncond-mat.soft
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接近吸引性‘对齐’相对构型的半柔性纤维沉降对动力学的实验与数值研究

Experimental and numerical study of the dynamics of sedimenting pairs of semi-flexible fibers close to attractive `aligned' relative configuration

Institute of Fundamental Technological Research, Polish Academy of Sciences(波兰科学院基础技术研究所)

Harish N. Mirajkar, Chandra Shekhar, Yevgen Melikhov, Piotr Zdybel, Maria L. Ekiel-Jezewska

AI总结:

研究重力作用下粘性流体中两根短半柔性纤维沉降动力学,通过实验记录运动与形变,数值模拟考虑不同初始条件,证实接近的半柔性沉降纤维对齐构型具吸引性。

摘要:

研究了两根短半柔性纤维在重力作用下于粘性流体中沉降的动力学,雷诺数Re << 1。关注初始相对靠近的纤维,检查其是否趋近对齐水平构型。通过实验和数值模拟,证实了接近的半柔性沉降纤维对齐构型的吸引性。

英文摘要:

Dynamics of two short semi-flexible fibers settling under gravity in a viscous fluid are investigated at Reynolds numbers Re << 1. We focus on fibers initially relatively close to each other, and we check if later they approach an aligned horizontal configuration, previously identified numerically (Bukowicki and Ekiel-Jezewska, Soft Matter 46 (2019) 9379) as attractive for symmetric initial conditions of moderately elastic filaments. In our experiments, two semi-flexible ball chains sediment in a highly viscous silicone oil. They are initially straight and close to a parallel horizontal relative configuration. Their motion and shape deformation are recorded using two synchronized cameras. For most of the trials, ball chains stay together, with damped oscillations around the symmetric aligned configuration. For a few initial conditions, the ball chains move away horizontally or vertically. To study the behavior over a longer time, we perform numerical simulations, modeling moderately elastic filaments as chains of identical beads, with the centers of consecutive beads connected by springs and with the fibers' elastic resistance to bending. Different initial positions and orientations are considered. Their dynamics are determined by the multipole expansion of the Stokes equations, implemented in the precise Hydromultipole numerical code. For short times, we observe the similar dynamics of semi-flexible ball chains and moderately elastic filaments. We provide examples of long-time numerical simulations illustrating that elastic filaments close to each other can move away horizontally or vertically, but after a long time, come back and perform damped oscillations while approaching the aligned configuration with almost touching filament ends. We confirm the attractive nature of the aligned configuration of very close semi-flexible sedimenting fibers, even if they are far away from each other.

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