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考虑黏结-滑移效应的UHPC梁钢筋应力计算方法

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为建立适用于配筋超高性能混凝土(UHPC)梁的钢筋应力计算方法,对 6片UHPC-T形截面梁开展四点弯曲试验,研究钢筋应力的变化规律.从钢筋-UHPC受力平衡与变形协调机理出发,应用微元体建立平衡、变形以及黏结-滑移微分方程,导出能综合反映钢筋与UHPC界面黏结-滑移影响及钢纤维抗拉贡献的钢筋应力计算公式,并通过简化应变不均匀系数与裂缝截面钢筋应力计算,提出便于工程应用的钢筋应力简化公式.研究表明:单位荷载下钢筋应力的增幅随配筋率的提高而减小,而与钢纤维体积率的变化无关;与普通混凝土梁相比,UHPC梁的钢筋应力在开裂截面处偏小,但其分布在相邻裂缝间的不均匀程度更高;钢筋应力建议公式计算值与本文、既有文献的试验值均吻合良好;钢筋应力简化公式计算值与试验值之比的均值为 1.03,变异系数为 0.06,表明该简化式可用于UHPC梁的钢筋应力计算.
Calculation Method for Reinforcement Stress in Ultra-High Performance Concrete Beams Considering Bond-Slip Effect
Four-point bending tests were conducted on six ultra-high performance concrete T-shaped(UHPC-T)section beams to establish a reinforcement stress calculation method for reinforced UHPC beams and study the variation law of reinforcement stress.Based on the mechanism of force balance and deformation coordination between reinforcement and UHPC,a reinforcement stress calculation formula was derived using the differential equations of equilibrium,deformation,and bond-slip established by micro elements,which could comprehensively reflect the influence of bond-slip between reinforcement and UHPC interfaces and the contribution of steel fibers to tensile strength.By simplifying the calculation of the strain non-uniformity coefficient and the reinforcement stress in cracked sections,a simplified formula for reinforcement stress suitable for engineering applications was proposed.The results show that the increase in reinforcement stress under unit load decreases with the increase in reinforcement ratio,but it is not related to the change in steel fiber volume fraction.Compared with ordinary concrete beams,the reinforcement stress in UHPC beams is relatively small in the cracked section,but the uneven distribution of reinforcement stress between adjacent cracks is intensified.The calculation value of the suggested formula for reinforcement stress is in good agreement with the experimental values in this article and existing literature.The average ratio of the calculated value of the simplified formula for reinforcement stress to the experimental value is 1.03,and the coefficient of variation is 0.06,indicating that this simplified formula can be used for calculating reinforcement stress in UHPC beams.

ultra-high performance concrete(UHPC)reinforcement stressbond-slipstrain non-uniformity coefficientmicro elements

孙永新、蔺鹏臻、杨子江

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兰州交通大学土木工程学院,甘肃兰州 730070

超高性能混凝土(UHPC) 钢筋应力 黏结-滑移 应变不均匀系数 微元体

国家自然科学基金项目

U1934205

2024

西南交通大学学报
西南交通大学

西南交通大学学报

CSTPCD北大核心
影响因子:0.973
ISSN:0258-2724
年,卷(期):2024.59(5)
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