This dissertation investigates the mechanisms and prediction of gas transport through cracked reinforced concrete (RC) members, with emphasis on structural integrity and leak-tightness of nuclear containment systems. The study integrates experimental,...
This dissertation investigates the mechanisms and prediction of gas transport through cracked reinforced concrete (RC) members, with emphasis on structural integrity and leak-tightness of nuclear containment systems. The study integrates experimental, empirical, and numerical approaches to elucidate the relationship between mechanical cracking behavior and resulting air permeability.
A series of laboratory tests were conducted on RC beam specimens subjected to flexural loading conditions. Airflow tests were performed under various differential pressures to quantify the leakage rate corresponding to different crack widths, reinforcement ratios, and plate thickness. The results revealed strong dependencies of flowrate on crack geometry, as well as on rebar ratio and plate thickness.
From these results, semi-empirical equations were formulated to predict the leakage rate through cracked RC, combining theoretical flow models with experimentally derived reduction factors that capture the effect of crack morphology. The proposed models improved the prediction accuracy compared to conventional leakage rate prediction formulas mostly developed for plain concrete.
Complementary numerical analyses were performed using a finite element framework coupling mechanical damage and flow behavior. An isotropic damage model was employed to represent crack formation and propagation, while the flow field was solved based on Darcy’s law. The model was validated against experimental data, demonstrating its ability to reproduce both the structural response and the leakage characteristics.
The dissertation establishes a unified methodology for assessing gas transport in cracked RC, providing insights applicable to the design and safety evaluation of containment structures. Future extensions include three-dimensional and strongly coupled analyses under high pressure, adoption of the Forchheimer equation for non-Darcy flow, and expanded experimental studies covering broader material and loading parameters.