钢筋混凝土梁在持续荷载作用下的氯离子扩散

A. Castel, O. Francy, R. François, G. Arliguie
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引用次数: 11

摘要

本文的目的是确定机械载荷对混凝土运输性能的影响。用于氯离子测量的试样(B1CL)是一根3米长的钢筋梁,在35 g/l NaCl的密闭盐雾中保持加载状态14年。由于钢筋的腐蚀,机械载荷的表征是在另一个旧梁(B1T)上进行的,同时铸造,但存储在非侵蚀环境中。用应变计测量的混凝土受拉应变显示了梁底部的两部分:第一部分具有弹性行为,第二部分为非弹性行为,仍受钢筋控制。测定了B1CL钢筋梁受拉区不同位置的总氯离子分布与深度的关系。考虑到混凝土孔隙率(其中游离氯含量对应35g /l NaCl)和混凝土的结合体能力,在15mm深度之前,氯含量保持不变,对应于可获得的最大氯含量。超过15mm深度,总氯化物剖面似乎是纯粹的扩散剖面,允许使用氯化物运动的饱和模型计算有效扩散系数,同时考虑到混凝土的非线性结合能力。梁场中有效扩散系数(B1CL)的演化与混凝土中的非弹性应变场(B1T)密切相关,在梁的非弹性损伤较重的部分,有效扩散系数可增加40%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Chloride Diffusion in Reinforced Concrete Beam Under Sustained loading
The purpose of this paper is to determine the effect of mechanical loading on the transport properties of concrete. The test specimen (B1CL) used for chloride measurement, was a three-meter long reinforced beam kept in a loading state, in a confined salt fog (35 g/l of NaCl) for fourteen years. Because of corrosion of reinforcement, the characterization of mechanical loading was made on another old beam (B1T) cast at the same time but stored in a non-aggressive environment. The measurement of tensile concrete strains using strain gauges showed two parts in the bottom of the beam: the first one is characterized by an elastic behavior and the second one by non-elastic one which is still controlled by the steel reinforcement. Total chloride profiles in relation to the depth were measured in different locations of the tensile zone of reinforced beam B1CL. Until 15 mm depth, the chloride content is constant and corresponds to the maximum chloride content available, taking into account both concrete porosity (where free chloride content corresponds to 35 g/l of NaCl) and concrete binding capacity. Beyond 15 mm depth, total chloride profiles appear to be pure diffusion profiles allowing to calculate the effective diffusion coefficient by using a saturated model of chloride motion taking into account the non-linear binding capacity of concrete. The evolution of effective diffusion coefficient in the beam field (B1CL) is strongly correlated with the field of non-elastic strains in concrete (B1T) and can increase up to 40% in the part of the beam where the non-elastic damage is the more important.
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