Abstra'/> Temperature variation effect on crack growth in orthotropic medium: Finite element formulation for the viscoelastic behavior in thermal cracked wood-based materials
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Temperature variation effect on crack growth in orthotropic medium: Finite element formulation for the viscoelastic behavior in thermal cracked wood-based materials

机译:正交介质裂纹生长的温度变化作用:热破裂木材材料中粘弹性的有限元制剂

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Abstract The occurrence of cracks and loss of mechanical properties are major problems in wood-based structures. A proper understanding of the mechanism of thermal contraction cracking often results in the formation of such cracks being incorrectly attributed to other causes such as plastic or drying shrinkage, is necessary in order to avoid this form of defects. The presented work tries to investigate the influence of temperature expansion on crack driving forces through an incremental finite element based approach. Mixed-mode crack growth analysis coupling mechanical and thermal loads in orthotropic wood-based materials is conducted. The viscoelastic analytical formulation of creep crack growth process under thermal loading is introduced by A-integral, based on an energetic approach using conservative laws. A numerical validation in terms of local fracture characteristics, is carried out on a Mixed Mode Crack Growth (MMCG) specimen under mixed mode configurations for different crack growth configuration. The effect of thermal loading coupling with viscoelastic effect is shown in wood material for all mixed mode configurations. ]]>
机译:<![cdata [ Abstract 裂缝和机械性能损失的发生是基于木材的结构的主要问题。正确理解热收缩裂裂缝机制通常导致形成这种裂缝的不正确归因于塑料或干燥收缩的其他原因,是必要的,以避免这种形式的缺陷。本工作试图通过基于增量有限元方法来研究温度膨胀对裂缝驱动力的影响。进行混合模式裂纹生长分析,进行正交木材基材料耦合机械和热载荷。基于使用保守法的能量方法,通过一种积分引入热负荷下蠕变裂纹生长过程的粘弹性分析制剂。在局部断裂特性方面的数值验证在混合模式配置下进行混合模式裂纹生长(MMCG)样本,以进行不同的裂缝生长构型。热加载耦合与粘弹性效果的影响显示在木材材料中,用于所有混合模式配置。 ]]>

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