王国盛, 路德春, 杜修力, 李萌, 穆嵩. 混凝土材料真实动态强度及率效应机理研究[J]. 工程力学, 2018, 35(6): 58-67. DOI: 10.6052/j.issn.1000-4750.2017.02.0101
引用本文: 王国盛, 路德春, 杜修力, 李萌, 穆嵩. 混凝土材料真实动态强度及率效应机理研究[J]. 工程力学, 2018, 35(6): 58-67. DOI: 10.6052/j.issn.1000-4750.2017.02.0101
WANG Guo-sheng, LU De-chun, DU Xiu-li, LI Meng, MU Song. RESEARCH ON THE ACTUAL DYNAMIC STRENGTH AND THE RATE EFFECT MECHANISMS FOR CONCRETE MATERIALS[J]. Engineering Mechanics, 2018, 35(6): 58-67. DOI: 10.6052/j.issn.1000-4750.2017.02.0101
Citation: WANG Guo-sheng, LU De-chun, DU Xiu-li, LI Meng, MU Song. RESEARCH ON THE ACTUAL DYNAMIC STRENGTH AND THE RATE EFFECT MECHANISMS FOR CONCRETE MATERIALS[J]. Engineering Mechanics, 2018, 35(6): 58-67. DOI: 10.6052/j.issn.1000-4750.2017.02.0101

混凝土材料真实动态强度及率效应机理研究

RESEARCH ON THE ACTUAL DYNAMIC STRENGTH AND THE RATE EFFECT MECHANISMS FOR CONCRETE MATERIALS

  • 摘要: 混凝土的动态承载力包括真实动态强度和惯性承载力两部分,并且真实动态强度存在极限动态强度。以往的研究并没有区分真实动态强度和惯性承载力,过高地估计了混凝土的真实动态强度。该文研究了混凝土材料应变率相关强度的物理机制,将混凝土的宏观承载力分为真实动态强度和惯性效应引起的附加承载力,分别揭示了真实动态强度与惯性效应的物理机制。物理机制表明混凝土的真实动态强度不是无限增加的,而是存在一个极限值,这与混凝土材料非线性单轴动态S准则的规律相同。因此,利用S准则来描述混凝土的真实动态强度。通过与动态单轴压缩试验结果和动态单轴拉伸试验结果比较表明,S准则能够合理地描述混凝土材料的真实动态强度规律,并且能够很好地反映混凝土材料的极限动态强度。

     

    Abstract: The macroscopic resistance of concrete under dynamic loading includes two parts. One is the actual dynamic strength of concrete and the other is the additional resistance contributed by inertia effect. Most existing researches on the dynamic strength of concrete do not distinguish the actual dynamic strength and the inertia resistance. Thus, they would overestimate the actual dynamic strength of concrete in actual projects. In fact, the actual dynamic strength of concrete will tend to a certain value when the strain rate reaches a very high value, which is the ultimate dynamic strength of concrete. This paper studies the physical mechanisms governing the strain rate-dependent behavior of concrete strength. The macroscopic resistance of concrete is divided into the actual dynamic strength and the additional resistance caused by inertial force. The physical mechanisms governing their mechanical properties are analyzed. The mechanisms indicate that the actual dynamic strength of concrete dose not increase infinitely but has an ultimate dynamic strength. This strength rule is the same as the rule of the nonlinear dynamic uniaxial S criterion for concrete. Therefore, the S strength criterion is developed to describe the actual dynamic strength of concrete. Dynamic uniaxial compressive test results and dynamic uniaxial tensile test results are used to verify the criterion. The comparisons indicate that the S criterion is capable of describing the actual dynamic strength and reflect the ultimate strength at a high strain rate of concrete.

     

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