Mechanical and Aerospace Engineering, University of California San Diego, La Jolla, CA 92093-0411.
Department of Pediatrics, University of San Francisco, San Francisco, CA 94158; Cardiovascular Research Institute, University of San Francisco, San Francisco, CA 94158.
J Biomech Eng. 2025 Jan 1;147(1). doi: 10.1115/1.4066800.
Design and analysis are presented for a new device to test the response of endothelial cells to the simultaneous action of cyclic shear stresses and pressure fluctuations. The design consists of four pulsatile-flow chambers connected in series, where shear stress is identical in all four chambers and pressure amplitude decreases in successive chambers. Each flow chamber is bounded above and below by two parallel plates separated by a small gap. The design of the chamber planform must ensure that cells within the testing region experience spatially uniform time-periodic shear stress. For conditions typically encountered in applications, the viscous unsteady flow exhibits order-unity values of the associated Womersley number. The corresponding solution to the unsteady lubrication problem, with general nonsinusoidal flowrate, is formulated in terms of a stream function satisfying Laplace's equation, which can be integrated numerically to determine the spatial distribution of shear stresses for chambers of general planform. The results are used to optimize the design of a device with a hexagonal planform. Accompanying experiments using particle tracking velocimetry (PTV) in a fabricated chamber were conducted to validate theoretical predictions. Pressure readings indicate that intrachamber pressure variations associated with viscous pressure losses and acoustic fluctuations are relatively small, so that all cells in a given testing region experience nearly equal pressure forces.
设计和分析了一种新的装置,用于测试内皮细胞对循环剪切应力和压力波动同时作用的反应。该设计由四个串联的脉动流腔组成,其中四个流腔中的剪切应力相同,而压力幅值在连续的流腔中逐渐减小。每个流腔的上下均由两块平行板限制,两块平行板之间有一个小间隙。腔室平面形状的设计必须确保测试区域内的细胞经历空间均匀的周期性剪切应力。对于通常在应用中遇到的条件,粘性非定常流表现出与关联沃默斯利数相同的数量级。具有一般非正弦流量的非定常润滑问题的相应解是用满足拉普拉斯方程的流函数来表示的,该流函数可以通过数值积分来确定一般平面形状腔室的剪切应力空间分布。结果用于优化具有六边形平面形状的装置的设计。在制造的腔室中使用粒子跟踪测速法 (PTV) 进行了伴随的实验,以验证理论预测。压力读数表明,与粘性压力损失和声波波动相关的腔内压力变化相对较小,因此给定测试区域中的所有细胞都经历几乎相等的压力。