Identification of a visco-hyperelastic model for mandibular periosteum.

Alexandre Hamma, J. Boisson, V. Serantoni, J. Dallard
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Abstract

In this paper, a visco-hyperelastic model representing the mechanical behavior of the human mandibular periosteum as an anisotropic and homogeneous material is identified. Different models, extracted from the literature, are tested and associated in order to describe the elastic and visco-elastic contributions of the cellular matrix on one hand and the collagen fibers on the other hand. The parameters of these models are determined using five human mandibular periosteum. Each harvested sample is cut and tested, at two different velocities, either longitudinally or transversely to collagen fibers main direction. The hyperelastic and visco-elastic contributions of the cellular matrix are extracted using tensile tests performed transversely. The hyperelastic and visco-elastic contributions of the collagen fibers are extracted using tensile tests performed longitudinally. In a second time, the identified combination of models is validated using twelve samples only tested longitudinally. The selected combination uses the simplified Rivlin's 2nd order law to model the hyper-elasticity of the cellular matrix, the Kulkarni's law to model its visco-elasticity contribution, and the Kulkarni's laws to model the whole contributions of collagen fibers.
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下颌骨膜粘弹性模型的鉴定。
本文提出了一种表征人类下颌骨膜作为各向异性和均质材料的力学行为的粘-超弹性模型。从文献中提取的不同模型进行了测试和关联,以描述细胞基质和胶原纤维的弹性和粘弹性贡献。这些模型的参数是用5个人类下颌骨膜确定的。每个收获的样品被切割和测试,以两种不同的速度,纵向或横向胶原纤维的主要方向。通过横向拉伸试验提取细胞基质的超弹性和粘弹性贡献。胶原纤维的超弹性和粘弹性贡献是通过纵向拉伸试验提取的。在第二次,识别的模型组合是验证使用12个样本只纵向测试。所选择的组合使用简化的Rivlin二阶定律来模拟细胞基质的超弹性,Kulkarni定律来模拟其粘弹性贡献,Kulkarni定律来模拟胶原纤维的整体贡献。
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