弹性变形固体的面积和体积恢复

Micky Kelager, Anders Fleron, Kenny Erleben
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引用次数: 0

摘要

本文描述了一个经典的基于能量的模型的改进,以模拟弹性变形固体。经典模型缺乏防止实体在外力(如用户交互和碰撞)影响下坍塌的能力。对不稳定性的根源进行了详尽的解释,并对物理模型提出了解决这些问题的扩展。在经典模型的原始框架内,引入了面积和体积的完全恢复。改进后的模型适合于交互模拟,并能从体积坍塌中恢复,特别是在大变形时。
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Area and Volume restoration in Elastically Deformable solids
This paper describes an improvement of a classical energy-based model to simulate elastically deformable solids. The classical model lacks the ability to prevent the collapsing of solids under influence of external forces, such as user interactions and collision. A thorough explanation is given for the origins of instabilities, and extensions that solve the issues are proposed to the physical model. Within the original framework of the classical model a complete restoration of area and volume is introduced. The improved model is suitable for interactive simulation and can recover from volumetric collapsing, in particular upon large deformation.
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