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Modeling and dynamics simulation for deformable objects of orthotropic materials

机译:正交异性材料可变形物体的建模和动力学模拟

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摘要

Simulation of physically based deformable models is a hot topic in computer graphics. Most of the existing models focus on isotropic materials and some on transversely isotropic materials. We propose a modeling method for orthotropic materials, which exhibits different mechanical behaviors along three orthogonal directions. First, constraints for the strain energy density in linear elastic models are analyzed, and a positive-definite elasticity tensor is derived for an orthotropic material. Second, an orthotropic deformation controlling frame-field is conceptualized and a frame construction tool is developed for users to define the desired material properties. A quaternion Laplacian smoothing algorithm is proposed, and several user-defined rotation minimizing frames are propagated into the entire body of the deformable object, which forms a smooth frame-field. Third, the corotational linear FEM model coupled with the orthonormal frame-field is formulated to realize a dynamics system, which can deal with large deformations. All the algorithms have been implemented in a comprehensive modeling and simulation system, and a GUI is provided to design the orthotropic model. Experiments on real-time deformation simulation and analytical comparisons are presented.
机译:基于物理的可变形模型的仿真是计算机图形学中的热门话题。现有的大多数模型都集中在各向同性材料上,有些则集中在横向各向同性材料上。我们提出了正交异性材料的建模方法,该方法在三个正交方向上表现出不同的力学行为。首先,分析了线性弹性模型中应变能密度的约束条件,并得出了正交各向异性材料的正定弹性张量。其次,对正交异性形变控制框架场进行概念化,并开发框架构造工具以供用户定义所需的材料特性。提出了一种四元数拉普拉斯平滑算法,并将多个用户定义的旋转最小化帧传播到可变形对象的整个体内,从而形成一个平滑的帧场。第三,建立具有线性正交有限元模型和正交框架场,以实现可处理大变形的动力学系统。所有算法均已在全面的建模和仿真系统中实现,并提供了GUI来设计正交异性模型。提出了实时变形模拟实验和解析比较。

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