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Constitutive-Law Modeling of Microfilaments From Their Discrete-Structure Simulations—A Method Based on an Inverse Approach Applied to a Static Rod Model

机译:基于逆杆模型的逆方法的离散结构模拟中微丝的组成型 - 律建模 - 一种基于逆杆模型的方法

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摘要

Twisting and bending deformations are crucial to the biological functions ofmicrofilaments such as DNA molecules. Although continuum-rod models haveemerged as efficient tools to describe the nonlinear dynamics of thesedeformations, a major roadblock in the continuum-mechanics-based description ofmicrofilaments is the accurate modeling of the constitutive law, which followsfrom its atomistic structure and bond-stiffnesses. Since first-principlederivation of the constitutive law from atomistic structure is impractical andso are direct experimental measurements due to the small length-scales, anatural alternative is to estimate the constitutive law from discrete-structuresimulations such as molecular-dynamics (MD) simulations. In this paper, wepresent a two-step inverse method for estimating the constitutive law using rodtheory and data generated from discrete-structure simulations. We illustratethe method on a filament with an artificial and simplistic discrete-structure.We simulate its deformation in response to a prescribed loading using amulti-body dynamics (MBD) solver. Using data generated from the MBD solver, wefirst estimate the curvature of the filament and subsequently use it in thetwo-step method to estimate the effective constitutive-law relationship betweenthe restoring moment and curvature. Finally, we also illustrate how theestimated constitutive law can be tested under independent loading conditions.
机译:扭曲和弯曲变形对于诸如DNA分子的微丝的生物学功能至关重要。尽管连续杆模型已经成为描述这些变形的非线性动力学的有效工具,但是基于连续力学的微丝描述的主要障碍是本构定律的精确建模,这是基于其原子结构和键刚度进行的。由于从原子结构对本构定律进行第一原理化是不切实际的,并且由于长度尺度较小,因此也不是直接的实验测量方法,因此自然的替代方法是从离散结构模拟(例如分子动力学(MD)模拟)估算本构律。在本文中,我们提出了一种使用杆理论和离散结构仿真生成的数据估算本构律的两步逆方法。我们用人造的和简单的离散结构对长丝进行了说明,并使用多体动力学(MBD)求解器模拟了其在指定载荷下的变形。使用从MBD求解器生成的数据,我们首先估计细丝的曲率,然后在两步法中使用它来估计恢复力矩和曲率之间的有效本构律关系。最后,我们还说明了如何在独立载荷条件下检验估计的本构定律。

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