Elastic Modulus Inversion Analysis of Gravity Dam Based on Multipoint Displacement Monitoring Data

Author(s):  
Bao-Song Xu ◽  
Lan Chen ◽  
Bei-Bei Liu ◽  
Cong-cong Wu
2019 ◽  
Vol 4 (3) ◽  
pp. 55 ◽  
Author(s):  
Martina Colombo ◽  
Claudia Comi

The alkali–silica reaction is a chemical phenomenon that, by inducing expansion and the formation of cracks in concrete, can have a severe impact on the safety and functioning of existing concrete dams. Starting from a phenomenological two-phase isotropic damage model describing the degradation of concrete, the effects of alkali-silica reaction in an existing concrete gravity dam are evaluated and compared with real monitoring data. Considering the real temperature and humidity variations, the influence of both temperature and humidity are considered through two uncoupled diffusion analyses: a heat diffusion analysis and a moisture diffusion analysis. The numerical analyses performed with the two-phase damage model allow for prediction of the structural behaviour, both in terms of reaction extent and increase of crest displacements. The crest displacements are compared with the real monitoring data, where reasonably good agreement is obtained.


2012 ◽  
Vol 22 (1) ◽  
pp. 130-138 ◽  
Author(s):  
Francesco Ganelli ◽  
Adrian Beko ◽  
Andrea Mordini

2017 ◽  
Vol 737 ◽  
pp. 494-499
Author(s):  
Yu Yang Wang ◽  
Jun Yu Liu ◽  
Bao Kuan Ning ◽  
Ping Zhang

The Scaled boundary finite element method and finite-infinite element method are used to model the system of reservoir water – gravity Dam - infinite foundation. The effect of the reservoir water and the infinite foundation on the seismic response of the dam system is analyzed. In the paper, taking the Koyna gravity dam as the research object, the dynamic water pressure on the upstream face of the dam is calculated by SBFEM. The finite-infinite element method is used to model the infinite foundation. Finally, the time history of seismic displacement and the response of the dam under different elastic modulus are evaluated. By comparing the displacement response of the infinite element model of different elastic modulus, the conclusion is drawn that the response of the dam is increased with the increase of the elastic modulus of the foundation. In addition, the calculated results are compared with those of the model with no-mass foundation. It shows that the results of the model considering the radiation damping of the foundation are less than that of the model with no mass foundation.


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