摘要
由各种纤维复合材料(FRP)加固混凝土梁端斜裂缝诱发的"端头FRP-混凝土界面剥离"是一种常见破坏模式,而用有限元方法对有多条裂缝的整根加固梁进行分析难度很大。该文提出一个简单的以加固梁端第1条斜裂缝为边界的"梁段"空间非线性有限元计算模型,并用圣维南原理和数值分析证实其合理性和可靠性。进而对此模型进行参数分析,探讨FRP拉应力、FRP层数、FRP-混凝土粘结滑移本构关系和加固梁端第1条斜裂缝到支座的距离诸因素对剥离应力的影响。经比较,模型计算结果与既有实验数据吻合较好。
In order to analyze the diagonal crack-induced-debonding of the fiber reinforced polymer(FRP)-concrete interface of FRP strengthened concrete beam ends more efficiently,a simple three-dimensional-nonlinear finite element model based on the 'beam segment' between a beam end and the first diagonal crack was proposed.The difficulty to analyze the debonding stress by taking a whole strengthened beam with many cracks as a finite element model,therefore,was avoided.The proposed model was validated to be rational and reliable by the Saint-Venant principle and a numerical study.Based on this model,the distributions of the debonding stress under the influence of FRP stress levels,layers of FRP,the distance between the support and the first diagonal crack,and FRP-concrete bond-slip constitutive laws were analyzed.The numerical study results show a fairly good agreement with the existed experimental results.
出处
《工程力学》
EI
CSCD
北大核心
2012年第2期101-106,113,共7页
Engineering Mechanics
基金
国家科技支撑计划项目(2006BAJ03A07)
广东省自然科学基金项目(5008283)
关键词
纤维复合材料
加固混凝土梁
梁段模型
剥离应力
粘结-滑移
fiber reinforced polymer
strengthened concrete beams
beam segment model
debonding stress
bond-slip