Matches in SemOpenAlex for { <https://semopenalex.org/work/W2890816081> ?p ?o ?g. }
- W2890816081 endingPage "1165" @default.
- W2890816081 startingPage "1149" @default.
- W2890816081 abstract "Assessing carbonation depth is of great interest for the diagnosis of reinforced concrete structures because carbonation is one of the origins of steel corrosion. The assessment of carbonation depth is usually performed by a simple and reliable semi-destructive test consisting in spraying a colored indicator on a sample extracted from the structure. When the structure is large, this test must be reproduced many times if an assessment of the variability of carbonation depth is required. In this case, the extraction of multiple samples can be prohibitive from the technical and economic points of view. So, in this case, a non-destructive testing (NDT) method could be relevant. However, even when NDT methods can be used, there is a need to improve the interpretation of their results. In this study, the use of two usual NDT methods is proposed: resistivity measurement by a Wenner probe and surface permeability assessment by a Torrent permeameter. Both techniques are implemented on carbonated slabs having different carbonated depths and at different saturation degrees. The results show that the two techniques are sensitive to moisture and carbonation. For a given saturation level, resistivity increases when the carbonated depth increases and resistivity decreases when the saturation level increases. Torrent permeability decreases when the saturation degree and carbonated depth increase. Good repeatability is observed for resistivity measurements while a larger scatter is obtained for Torrent permeability. Empirical laws are built for the relationships between resistivity or permeability and saturation degree and carbonated depth. For resistivity, either a linear model between resistivity and saturation degree is used or Archie’s law is adapted to take the effect of carbonation into account. Following the same idea, a linear law between Torrent permeability and saturation degree is adapted to the effect of carbonation. Because resistivity can be measured only if the saturation degree is rather high, i.e. if there is a continuity of the interstitial solution, and because permeability assessment is impossible if the concrete is fully saturated, these laws are limited to saturation degrees in the 40–83% range. Then, these laws are used to predict carbonation depth and saturation degree on a wall designed with the same concrete but stored in different conditions. The results show that resistivity and Torrent permeability can be used for the combined assessment of carbonation depth and saturation degree in laboratory conditions." @default.
- W2890816081 created "2018-09-27" @default.
- W2890816081 creator A5050584108 @default.
- W2890816081 creator A5058229673 @default.
- W2890816081 date "2018-11-01" @default.
- W2890816081 modified "2023-10-17" @default.
- W2890816081 title "Combination of the Wenner resistivimeter and Torrent permeameter methods for assessing carbonation depth and saturation level of concrete" @default.
- W2890816081 cites W1965482972 @default.
- W2890816081 cites W1966489041 @default.
- W2890816081 cites W1973183591 @default.
- W2890816081 cites W1979200479 @default.
- W2890816081 cites W1983269348 @default.
- W2890816081 cites W1983983422 @default.
- W2890816081 cites W1984025326 @default.
- W2890816081 cites W1986021391 @default.
- W2890816081 cites W1992751174 @default.
- W2890816081 cites W1997309128 @default.
- W2890816081 cites W1997994313 @default.
- W2890816081 cites W2001440747 @default.
- W2890816081 cites W2004627923 @default.
- W2890816081 cites W2008465845 @default.
- W2890816081 cites W2015784765 @default.
- W2890816081 cites W2017910394 @default.
- W2890816081 cites W2031947128 @default.
- W2890816081 cites W2033226622 @default.
- W2890816081 cites W2033289749 @default.
- W2890816081 cites W2039351181 @default.
- W2890816081 cites W2044931517 @default.
- W2890816081 cites W2048568378 @default.
- W2890816081 cites W2049476569 @default.
- W2890816081 cites W2060490340 @default.
- W2890816081 cites W2072353530 @default.
- W2890816081 cites W2074561425 @default.
- W2890816081 cites W2082878346 @default.
- W2890816081 cites W2085903238 @default.
- W2890816081 cites W2087452412 @default.
- W2890816081 cites W2094197045 @default.
- W2890816081 cites W2094899360 @default.
- W2890816081 cites W2101096957 @default.
- W2890816081 cites W2109681191 @default.
- W2890816081 cites W2111793582 @default.
- W2890816081 cites W2113074845 @default.
- W2890816081 cites W2122380425 @default.
- W2890816081 cites W2136645810 @default.
- W2890816081 cites W2147818167 @default.
- W2890816081 cites W2162129805 @default.
- W2890816081 cites W2284192877 @default.
- W2890816081 cites W2511994708 @default.
- W2890816081 cites W2549043606 @default.
- W2890816081 cites W2573796313 @default.
- W2890816081 cites W2775830518 @default.
- W2890816081 cites W2800665458 @default.
- W2890816081 cites W2887186016 @default.
- W2890816081 cites W4241087000 @default.
- W2890816081 doi "https://doi.org/10.1016/j.conbuildmat.2018.07.151" @default.
- W2890816081 hasPublicationYear "2018" @default.
- W2890816081 type Work @default.
- W2890816081 sameAs 2890816081 @default.
- W2890816081 citedByCount "22" @default.
- W2890816081 countsByYear W28908160812018 @default.
- W2890816081 countsByYear W28908160812019 @default.
- W2890816081 countsByYear W28908160812020 @default.
- W2890816081 countsByYear W28908160812021 @default.
- W2890816081 countsByYear W28908160812022 @default.
- W2890816081 countsByYear W28908160812023 @default.
- W2890816081 crossrefType "journal-article" @default.
- W2890816081 hasAuthorship W2890816081A5050584108 @default.
- W2890816081 hasAuthorship W2890816081A5058229673 @default.
- W2890816081 hasBestOaLocation W28908160812 @default.
- W2890816081 hasConcept C114614502 @default.
- W2890816081 hasConcept C119599485 @default.
- W2890816081 hasConcept C120809312 @default.
- W2890816081 hasConcept C120882062 @default.
- W2890816081 hasConcept C126838900 @default.
- W2890816081 hasConcept C127313418 @default.
- W2890816081 hasConcept C127413603 @default.
- W2890816081 hasConcept C159390177 @default.
- W2890816081 hasConcept C159750122 @default.
- W2890816081 hasConcept C159985019 @default.
- W2890816081 hasConcept C185592680 @default.
- W2890816081 hasConcept C187320778 @default.
- W2890816081 hasConcept C192562407 @default.
- W2890816081 hasConcept C199289684 @default.
- W2890816081 hasConcept C2781349789 @default.
- W2890816081 hasConcept C33923547 @default.
- W2890816081 hasConcept C41625074 @default.
- W2890816081 hasConcept C55493867 @default.
- W2890816081 hasConcept C56529433 @default.
- W2890816081 hasConcept C63184880 @default.
- W2890816081 hasConcept C69990965 @default.
- W2890816081 hasConcept C71924100 @default.
- W2890816081 hasConcept C79388206 @default.
- W2890816081 hasConcept C9930424 @default.
- W2890816081 hasConceptScore W2890816081C114614502 @default.
- W2890816081 hasConceptScore W2890816081C119599485 @default.
- W2890816081 hasConceptScore W2890816081C120809312 @default.
- W2890816081 hasConceptScore W2890816081C120882062 @default.
- W2890816081 hasConceptScore W2890816081C126838900 @default.