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Abstract
1. Introduction
2. Methodology
3.Results and Discussion
4.Conclusions
5.References |
Accelerated Aging of Embedded Electrical Resistivity Sensor for Monitoring Concrete Structures |
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Sam Ang Keo1, Jean-Paul Balayssac2, Géraldine Villain3, Yannick Fargier4, Béatrice Yven5
1 Cerema, Research team ENDSUM, 23 Amiral Chauvin Avenue, 49130 Les Ponts-de-Cé, France, sam-ang.keo@cerema.fr / keo_samang@yahoo.com
2 LMDC, UPS-INSA Toulouse, 135 Avenue de Rangueil, 31077 Toulouse Cedex 4, France, balayssa@insa-toulouse.fr
3 MAST - LAMES, Université Gustave Eiffel, Campus de Nantes, 44344 Bouguenais, France, geraldine.villain@univ-eiffel.fr
4 GERS - RRO, Université Gustave Eiffel, Campus de Lyon, 25 avenue François Mitterrand, 69675 Bron Cedex, France, yannick.fargier@ifsttar.fr
5 ANDRA, 1 Rue Jean Monnet, 92290 Châtenay-Malabry, France, beatrice.yven@andra.fr |
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Abstract
The paper presents a study on accelerated aging of electrical resistivity sensors implemented for monitoring the water content of concrete structures built in the Callovo-Oxfordian clay formation at a depth of more than 500 m. The objective is to test the response of the sensors in the case that the interstitial solution of the argillite penetrates into the concrete pores or because the carbonation reaches a sufficient depth to reach the first electrodes of the sensor. Two experimental campaigns with cylindrical specimens (11 cm diameter and 22 cm height) were carried out: one for the tests in contact with the argillite solution (over a period of 80 days of immersion), and the another for accelerated carbonation tests up to 165 days. The results of measurements in transmission and Wenner configurations were interpreted. The tests for the sensors in contact with the interstitial solution of the argillite enables to verify the good resistance of the sensors in a neutral pH environment compared to the basis medium of the concrete. The accelerated carbonation tests reveal a high sensitivity to carbonation for the transmission configuration, and the good resistance of the sensors. This study confirms the good function of the sensors implemented for structural health monitoring (SHM). The sensors can be also used for monitoring other types of concrete structu. |
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Introduction |
Electrical resistivity is one of the durability indicators of concrete. It is sensitive to constituents of the concrete and in particular its water content. With the aim of characterizing and monitoring the water content in the concrete (C37/45) of the ANDRA structures, two electrical resistivity multi-electrode sensors (ladder-shaped and ring-shaped) in the form of printed circuit board (PCB) were designed and produced [1]. These two multi-electrode sensors are embedded in the concrete and make it possible to obtain an electrical resistivity profile as a function of depth and to monitor its evolution over time. The “ladder-shaped” sensors, allowing centimeter measurements, have been validated based on tests on cylindrical specimens having a diameter of 11 cm and a height of 22 cm [2], [3]. Moreover, the temperature effect on the measurements with the sensor was also already studied [4]. The study on the accelerated aging of the "ladder-shaped" sensors, presented in this article, aims to test the response of the sensors in case the interstitial solution of the argillite penetrates into the porosity of the concrete or when the carbonation would reach a depth corresponding to the first electrodes of the sensor. For this purpose, two experimental campaigns with specimens were carried out: one for the tests in contact with the argillite solution and the other for accelerated carbonation tests.
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Materials and Methods |
Five cylindrical specimens of concrete (11 cm diameter and 22 cm height) were prepared with cement type I (CEM I 52,5N). The studied concrete has water/cement/sand (0/4mm)/gravel (4/12mm) mixing ratio of 1:1.7:4.32:4.78 (by mass). |
Sensor and principle of measurements |
the ladder-shaped PCB sensor is presented in Figure 1. There are 19 electrodes in total, regularly placed at 2 cm on both sides, allowing to obtain many measurements (at every 1 cm) along the sensor. The electrical resistivity is measured by using the following principle: |
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) |
Figure 1. Electrical resistivity multi-electrode sensor in form of "ladder-shaped" printed circuit board, (a) Photo of the sensor, (b) schema of the sensor |
In our study, the calculation of the values of the geometrical factor (G) are done with modelling in COMSOL multi-physics, as shown in Figure 2 |
![](data:image/png;base64,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) 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Figure 2. Model in COMSOL for calculating the geometrical factor, (a) Model with grids and sensor embedded in the cylindrical sample, (b) Electrical current in case of transmission configuration |
Figure 2 (a) shows the model representing the sensor embedded in a cylindrical concrete sample with two grids at both extremities. Figure 2(b) shows electrical current lines (red lines) between both grids in the sample in case the calculation of G for the measurements in transmission configuration. It is worthy to remind that the sensor was used to measure electrical resistivity in many different configurations in the previous study [1], but only two configurations (transmission and wenner) are discussed in the present study.
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Experimental tests in contact with interstitial solution of argillite |
The composition of the interstitial solution of the Callovo-Oxfordian argillite provided by Andra, already used in several other studies on argillite [5]–[7] is given in Table 1. |
Table 1. Concentration of the interstitial solution of the argillite [8]
![](data:image/png;base64,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)
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Three specimens having the age of 18 months (marked 2, 4 and 5), each instrumented with a ladder-shaped sensor, were partially immersed in the solutions (as shown in Figure 3). A measurement of the electrical resistivity was carried out at different times. These specimens had been stored in a room at a temperature of 20 °C and a relative humidity (RH) of 65% before these tests in argillite solution (and had also been conditioned, after casting, for 1 month in a wet cure). The pH of the solution was also measured at each measurement of the electrical resistivity. |
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) |
Figure 3. Experimental set-up of the tests with interstitial solution of argillite |
Tests with accelerated carbonation |
In order to test the response of the sensors in the case of concrete carbonation, two specimens were placed under accelerated carbonation condition in an enclosure containing 50 % CO2 (as shown in Figure 4). The specimens were covered with aluminum foil on their side face and one end, while the other end was exposed to the CO2 penetration. The relative humidity in the enclosure is regulated to 65 %. The specimens had been kept for two months at this relative humidity before placing them in the chamber. |
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) 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Figure 4. Specimens placed in the carbonation chamber for the tests with accelerated carbonation |
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Results and Discussions |
Results from the tests with interstitial solution of argillite
Figure 5 presents the results, obtained on specimen 4 over a period of 80 days of immersion, in the transmission configuration and wenner configuration.
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) 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Figure 5. Evolution of the resistivity profile as a function of time for the tests with argillite solution |
The upper surface of the specimen corresponds to the depth z = 0 cm in Figure 3. It is worthwhile to remind that the first 9 centimeters of the tested specimen are not submerged. |
We first notice a resistivity gradient between the non-submerged upper part, which is more resistive, and the submerged lower part. It is particularly visible for the measurement in the Wenner configuration. In transmission, it is difficult to differentiate the resistivity curves at the different times, including that for the latest (80 days). On the other hand, for the measurement in Wenner configuration, we note that the measurements carried out at five days don't not make it possible to detect the rise of the front of the argillite solution, whereas the resistivity significantly increases at 80 days including in the submerged part. This increase can be explained by a partial rehydration of the cement paste. It was also observed on specimen 5 at approximately the same amplitudes. Monitoring of the pH showed an increase from 7.3 to 7.9 over the first three weeks of the tests, then become stable. These tests lead to conclude the ability of the sensors to withstand an environment different from that imposed by the interstitial solution of the concrete having a pH equal to 13. The contact of the sensor with the argillite solution seems not alter its operation, at least over the observation period of this study.
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Results from the tests with accelerated carbonation
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Figure 6 presents the results obtained from the test on a specimen in transmission and wenner configurations. The depth z is measured from the surface
exposed to CO2 penetration (the top).
![](data:image/png;base64,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)
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Figure 6. Resistivity as a function of depth and time in specimen exposed to accelerated carbonation |
First of all, there is a significant difference between the profile measured under reference condition and that measured after 41 days of exposure in the carbonation chamber. In Wenner configuration, the resistivity increases throughout the depth which could be attributed to drying. On the other hand, in transmission, this gradient is not observed, and only from 92 days that the resistivity evolves but initially without significant variation as function of the depth. Between 92 and 165 days, the resistivity in transmission significantly increases inside the specimen. This increase is also greater between 8 and 12 cm depth in the Wenner configuration. |
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Conclusions |
This study on accelerated aging makes it possible to conclude the capability of the developed sensors to withstand an environment which is different from that imposed by the interstitial solution of the concrete (with a pH approximately equal to 13). The tests of the sensors in contact with the interstitial solution of argillite allow to verify the good behavior of the sensors over 80 days in an environment at neutral pH compared to the basic medium of the concrete and a better sensitivity of the measurements in Wenner configuration. This behavior was confirmed by the productivity of the measurements on different specimens. The accelerated carbonation tests revealed a high sensitivity of the measurements in transmission and good resistance of the sensors over 165 days. In perspective, additional longer-term tests should be carried out to confirm the observed behaviors. |
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Acknowledgement :
The authors would like to acknowledge ANDRA (French National Radioactive Waste Management Agency) for the financial support.
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References |
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