利用预应力生物力学模型捕捉血小板从静止到激活的形态变化

IF 1.6 4区 工程技术 Q2 ENGINEERING, MULTIDISCIPLINARY
Dong Han, Jiafeng Zhang, Ge He, Bartley P Griffith, Zhongjun J Wu
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引用次数: 0

摘要

本文提出了一种基于细胞内预应力假设的血小板生物力学模型。血小板结构由膜皮质和边缘带(MB)组成。假设膜皮层在初始状态下呈球形,并使用广泛用于红细胞类似膜结构的弹簧网络元素进行建模。MB被建模为一个实体环面,采用超弹性材料模型,并通过接触模型被限制在皮层内。在初始平衡状态下,血小板呈稳定、扁平、盘状。激活后,假设微管(MTs)之间交联的解结合率的可能机制打破了MB的均匀刚度,从而导致血小板从圆盘到球体的形态转变。数值结果与实验图像吻合较好。所提出的模型提供了一种新颖的方法,将MB的力学性能变化与活化后血小板的形态变化联系起来,因此,可以提供一种可能的工程工具来揭示活化后血小板的有趣行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A prestressed intracellular biomechanical model for the platelet to capture the disc-to-sphere morphological change from resting to activated state.

This paper proposes a biomechanical platelet model with an intracellular prestressed assumption. The platelet structure is composed of a membrane cortex and a marginal band (MB). The membrane cortex is assumed in a spherical shape in its initial state and modeled using spring-network elements widely used for the similar membrane structure of red blood cells. The MB is modeled as one solid torus, which employs the hyperelastic material model, and is confined inside the cortex through a contact model. In the initial equilibrium state, the platelet has a stable, flat, and discoid shape. Upon activation, the possible mechanism of the unbinding rate of crosslink between the microtubules (MTs) is assumed to break the homogeneous stiffness of the MB, which causes the platelet to have a disc-to-sphere morphological transition. The numerical results and the experimental images of the MBs show good agreement. The proposed model provides a novelty in relating the mechanical property changes of the MB to the platelet morphological changes upon activation, thus, can provide a possible engineering tool to reveal the intriguing behavior of platelet upon activation.

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来源期刊
International Journal of Computational Methods
International Journal of Computational Methods ENGINEERING, MULTIDISCIPLINARY-MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
CiteScore
3.30
自引率
17.60%
发文量
84
审稿时长
15 months
期刊介绍: The purpose of this journal is to provide a unique forum for the fast publication and rapid dissemination of original research results and innovative ideas on the state-of-the-art on computational methods. The methods should be innovative and of high scholarly, academic and practical value. The journal is devoted to all aspects of modern computational methods including mathematical formulations and theoretical investigations; interpolations and approximation techniques; error analysis techniques and algorithms; fast algorithms and real-time computation; multi-scale bridging algorithms; adaptive analysis techniques and algorithms; implementation, coding and parallelization issues; novel and practical applications. The articles can involve theory, algorithm, programming, coding, numerical simulation and/or novel application of computational techniques to problems in engineering, science, and other disciplines related to computations. Examples of fields covered by the journal are: Computational mechanics for solids and structures, Computational fluid dynamics, Computational heat transfer, Computational inverse problem, Computational mathematics, Computational meso/micro/nano mechanics, Computational biology, Computational penetration mechanics, Meshfree methods, Particle methods, Molecular and Quantum methods, Advanced Finite element methods, Advanced Finite difference methods, Advanced Finite volume methods, High-performance computing techniques.
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