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混凝土拉-压疲劳损伤模型及其验证 被引量:12

DAMAGE MODEL FOR TENSION-COMPRESSION FATIGUE LOADING OF CONCRETE AND ITS VERIFICATION
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摘要 基于连续损伤力学理论,提出了混凝土单轴拉-压疲劳损伤模型。模型中采用了拉和压两个边界面。加载面、边界面方程均以损伤能量释放率表示。在能量释放率空间内,由加载面与初始损伤面、边界面之间的位置描述损伤状态。通过建立累积损伤与相应循环损伤能量释放率阈值之间的关系,确定了疲劳加载中极限断裂面尺寸的变化规律,由此模拟混凝土在循环荷载作用下的刚度退化过程。结合作者完成的疲劳试验结果,确定了理论模型中的计算参数。经比较,理论模型预测的应力-应变数值、疲劳寿命和试验结果吻合较好。 A constitutive relationship for predicting the response of concrete subjected to uniaxial tension-compression fatigue loading was established based on the continuum damage mechanics. The tension and compression bounding surfaces were employed in the formulation of the theoretical model. The equations of loading and bounding surfaces were described in strain-energy release rate. The position of the loading surface in the energy release space between the initial and the bounding surface present the various levels of damage states. The varying size of the limit fracture surface for fatigue loading is obtained through establishing the relation between the cumulative damage and the onset of the energy release of the cycle, which simulates the degenerative process of the stiffness of concrete under cyclic loading. The calculation parameters of the model were given according to the fatigue test results acquired by the authors. Comparison of the stress-strain and fatigue life results indicates good agreement between the theoretical model and the experimental data.
出处 《工程力学》 EI CSCD 北大核心 2004年第3期162-166,145,共6页 Engineering Mechanics
基金 国家自然科学基金资助项目(50078010 50225927和90210010) 云南省自然科学基金重点资助项目(98E004Z) 中国博士后科学基金
关键词 混凝土 疲劳 损伤 拉-压 边界面 本构模型 Compaction Continuum mechanics Fatigue of materials Mathematical models Strain Stresses
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参考文献4

  • 1[1]Zhang B,Phillips D V,Wu K.Effects of loading frequency and stress reversal on fatigue life of plain concrete[J].Magazine of Concrete Research,1996,48(177): 361-375.
  • 2[4]Dafalias Y F,Popov E P.A model of nonlinearly hardening materials for complex loading[J].Acta Mechanica,1975,21(3): 173-192.
  • 3[5]Suaris W,Ouyang C and Fernando V.Damage model for cyclic loading of concrete[J].Journal of Engineering Mechanics,1990,116(5): 1020-1035.
  • 4[6]Al-Gadhib A H,Baluch M H,Shaalan A and Khan A R.Damage model for monotonic and fatigue response of high strength concrete[J].International Journal of Damage Mechanics,2000,9(1): 57-78.

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