Determination of Chloride Diffusion Coeffi cient in Cement-Based Materials – A Review of Experimental and Modeling Methods: Part II – Migration Methods
 
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1
Wydział Inżynierii Materiałowej i Ceramiki, Akademia Górniczo-Hutnicza w Krakowie, al. Mickiewicza 30, 30-059 Kraków
 
2
Instytut Badawczy Dróg i Mostów, ul. Instytutowa 1, 03-302 Warszawa
 
 
Publication date: 2017-03-01
 
 
Cement Wapno Beton 22(2) 154-167 (2017)
 
ACKNOWLEDGEMENTS
This work was supported by the Polish National Centre for Research and Development Grant No. K1/IN1/25/153217/NCBiR/12.
 
REFERENCES (57)
1.
L. Tang, Concentration dependence of diffusion and migration of chloride ions Part 1. Theoretical considerations, Cem. Concr. Res. 29, 1463-1468 (1999).
 
2.
K. Krabbenhøft, J. Krabbenhøft, Application of the Poisson–Nernst– Planck equations to the migration test, Cem. Concr. Res., 38 77–88 (2008).
 
3.
E. Samson, J. Marchand, K.A. Snyder, Calculation of ionic diffusion coeffi cients on the basis of migration test results, Materials and Structures 36 156–165 (2003).
 
4.
M. Planck; Ann. Phys. Chem., 40, 561 (1980).
 
5.
T.R. Brumleve, R.P. Buck; J. Electroanal. Chem. 90, 1-31 (1978).
 
6.
A. Xu, S. Chandra, A discussion of the paper “Calculation of chloride diffusion coeffi cient in concrete from ionic migration measurements” by C. Andradre, Cem. Concr. Res. 24, 375-379 (1994).
 
7.
C.C. Yang, A comparison of transport properties for concrete using the ponding test and the accelerated chloride migration test, Mater. Struct. 38, 313-320 (2005).
 
8.
G.A. Narsilio, R. Li, P. Pivonka, D.W. Smith, Comparative study of methods used to estimate ionic diffusion coeffi cients using migration tests, Cem. Concr. Res. 37, 1152-1163 (2007).
 
9.
L. Tang, Electrically accelerated methods for determining chloride diffusivity in concrete – current development , Mag. Concr. Res. 48, 173-179 (1995).
 
10.
K. Stanish, R.D. Hooton, M.D.A. Thomas, A novel method for describing chloride ion transport due to an electrical gradient in concrete: Part1. Theoretical description, Cem. Concr. Res., 34 2251–2260 (2004).
 
11.
D. Whiting, T.M. Mitchell, History of the Rapid Chloride Permeability Test, Transportation Research Records 1335, 55–62 (1992).
 
12.
Whiting, D.; Rapid determination of the chloride permeability of concrete, Federal Highway Administration. Report No. FHWA/RD-81/119, Washington D.C. 1981.
 
13.
S. Goto, D.M. Roy, Diffusion of Ions through Hardened Cement Pastes, Cem. Concr. Res. 11 751−757 (1981).
 
14.
Standard Method of Test for Rapid Determination of the Chloride Permeability of Concrete. AASHTO T 277-83, American Association of State Highway and Transportation Offi cials. Washington D.C. 1983.
 
15.
Standard Test Method for Electrical Indication of Concrete’s Ability to Resist Chloride Ion Penetration. ASTM C 1202–91, The American Society for Testing and Materials (ASTM), Philadelphia, USA, 1991.
 
16.
Standard Test Method for Electrical Indication of Concrete’s Ability to Resist Chloride Ion Penetration, ASTM C 1202−12, ASTM, USA, 2012.
 
17.
Zhang T., Gjørv O.E.; Effect of ionic interaction in migration testing of chloride diffusivity in concrete. Cem. Concr. Res. 25, 1535-1542 (1995).
 
18.
Szweda Z., Zybura A., Analysis of chloride diffusion and migration in concrete. Part I. Theoretical model. Architecture Civil Engeneering Envinronment 12, 47-53 (2012).
 
19.
D. Whiting, Rapid Measurement of the Chloride Permeability of Concrete, Public Roads Magazine 45 101 (1981) [Federal Highway Administration and Transportation, USA].
 
20.
B. Díaz, X. R. Nóvoa, M. C. Pérez, Study of the chloride diffusion in mortar: A new method of determining diffusion coeffi cients based on impedance measurements, Cem. Concr. Composites 28 237–245 (2006).
 
21.
P.E. Streicher, M.G. Alexander, A Chloride Conduction Test for Concrete, Cem. Concr. Res. 25 1284−1294 (1995).
 
22.
Andrade C., Calculation of Chloride Diffusion Coeffi cients in Concrete Form Ionic Migration Measurements. Cement and Concrete Research; (23) No 3, 1993, 724–743.
 
23.
Hooton RD, Thomas MDA, Stanish K. Testing the chloride penetration resistance of concrete: A literature review, prediction of chloride penetration in concrete, Federal Highway Administration (USA), Publication No. FHWA-RD-00-142 (2000).
 
24.
M. Castellote M, C. Andrade, C. Alonso, Measurement of the steady and non-steady-state chloride diffusion coeffi cients in a migration test by means of monitoring the conductivity in the anolyte chamber. Comparison with natural diffusion tests, Cem. Concr. Res. 31, 1411–1420 (2001).
 
25.
A. Atkinson, A.K. Nickerson, The Diffusion of Ions through Water-saturated Cement, J. Mater. Sci. 19 3068−3078 (1984).
 
26.
E.J. Garboczi, Permeability, Diffusivity and Microstructural Parameters: A Critical Review, Cem. Concr. Res. 20 (5), 591-601 (1990).
 
27.
NT BUILD335, Concrete, Mortar and Cement-based Repair Materials: Chloride Diffusion Coeffi cient from Migration Cell Experiments, 1997.
 
28.
JSCE-G571, Test Method for Effective Diffusion Coeffi cient of Chloride Ion in Concrete by Migration, Japan Society of Civil Engineers, 2003.
 
29.
X. Lu, Application of the Nernst–Einstein equation to concrete, Cem. Concr. Res. 27, 293-302 (1997).
 
30.
C.C. Yang, S.W. Cho, J.M. Chi, R. Huang, An electrochemical method for accelerated chloride migration test in cement-based materials, Mater. Chem. Phys., 77, 461-469 (2002).
 
31.
C.C. Yang, J.K. Su, Approximate migration coeffi cient of interfacial transition zone and the effect of aggregate content on the migration coeffi cient of mortar, Cem. Concr. Res., 32, 1559-1565 (2002).
 
32.
T. Zhang, O.E. Gjørv, Cem. Concr. Res. 24 1534-1548 (1994).
 
33.
D.J. Griffi ths, Podstawyelektrodynamiki, PWN Warszawa (2015).
 
34.
A. Quarteroni, R. Sacco, F. Saleri, Numerical Mathematics, 2nd. Ed., Springer (2007).
 
35.
P.F. McGrath, R.D. Hooton, Infl uence of voltage on chloride diffusion coeffi cients from chloride migration tests, Cem. Concr. Res. 26 1239–1244 (1996).
 
36.
L. Tang, L.O. Nilsson, Rapid determination of the chloride diffusivity in concrete by applying an electrical fi eld, ACI Materials Journal, 89 (1), 49–53 (1992).
 
37.
NT BUILD 492, Concrete, Mortar and Cement-Based Repair Materials: Chloride Migration Coeffi cient from Non-Steady-State Migration Experiments, 1999.
 
38.
C. Andrade, M. Castellote, C. Alonso, C. Gonzales, Non-steady-state chloride diffusion coeffi cients obtained from migration and natural diffusion tests. Part 2: Different experimental relations. Joint conditions. Mater. Struct. 34, 323–331 (2001).
 
39.
C. Andrade, M. Castellote, C. Alonso, C. Gonzales, Non-steady-state chloride diffusion coeffi cients obtained from migration and natural diffusion tests. art 2: Different experimental relations. Joint conditions. Mater. Struct. 34, 323–331 (2001).
 
40.
J. Lizarazo-Marriaga, P. Claisse, Determination of the concrete chloride diffusion coeffi cient based on an electrochemical test and an optimization model, Materials Chemistry and Physics 117, 536–543 (2009).
 
41.
J. Lizarazo-Marriaga, P. Claisse, Modelling Chloride Penetration in Concrete Using Electrical Voltage and Current Approaches, Mater Res, 14, 31-38 (2011).
 
42.
ASTM-C1202, Standard Test Method for Electrical Indication of Concrete’s Ability to Resist Chloride Ion Penetration, 2005.
 
43.
M. Collepardi, A. Marcialis, R. Turriziani, Kinetics of penetration of chloride ions into the concrete, Il Cemento 4 157–164 (1970).
 
44.
Andrade, C., Castellote, M., Alonso, C. and Gonz~ilez, C., ‘Comparison of testing methods on chloride diffusion into concrete’, Proceedings of European Conference EUROMAT’98, Lisboa (Portugal), (July 1998).
 
45.
M. Andrade, M. Castellote, C. Alonso, C. Gonzáles, Non-steady-state chloride diffusion coeffi cients obtained from migration and natural diffusion tests. Part 1: Comparison between several methods of calculation. Mater. Struct. 33, 21–28 (2000).
 
46.
P. Spiesz, M.M. Ballari, H.J.H. Brouwers, RCM: A new model accounting for the non-linear binding isotherm and the non-equilibrium conditions between the free- and bound-chloride concentrations, Constr. Build. Mater. 27, 293–304 (2012).
 
47.
L. Tang, Chloride transport in concrete – measurement and prediction (PhD thesis), publication P-96:6. Dept. of Building Materials, Chalmers University of Technology, Gothenburg, Sweden; 1996.
 
48.
K. Szyszkiewicz, J.J. Jasielec, A. Królikowska, R. Filipek, Determination of Chloride Diffusion Coeffi cient in Cement-Based Materials – A Review of Experimental and Modeling Methods: Part I – Diffusion Methods, Cement Wapno Beton 1, 52-67, 2017.
 
49.
K. Szyszkiewicz, J.J. Jasielec, A. Królikowska, R. Filipek, Determination of Chloride Diffusion Coeffi cient in Cement-Based Materials – A Review of experimental and Modeling Methods: Part I – Diffusion Methods, Cement Wapno Beton 1, 52-67, 2017.
 
50.
J.C. Keister, G.B. Kasting, Ionic transport through a homogeneous membrane in the presence of a uniform electric fi eld, J.Mem.Sci. 29, 155–167 (1986).
 
51.
M. Castellote M, C. Andrade, C. Alonso, Measurement of the steady and non-steady-state chloride diffusion coeffi cients in a migration test by means of monitoring the conductivity in the anolyte chamber. Comparison with natural diffusion tests, Cem. Concr. Res., 31, 1411–1420 (2001).
 
52.
Streicher, P.E., Alexander, M.G. “A critical evaluation of chloride diffusion test methods for concrete; Proceedings of 3rd CANMET/ACI Intl. Confr. on Durability of Concrete, Nice, May 1994, Supplementary papers, p.517, 1994.
 
53.
Tang L., Nilsson L.O.; Cem. and Concr. Res. 25, 113-1137 (1995).
 
54.
C.C. Yang, L.C. Wang, Materials Chemistry and Physics 85, 266 (2004).
 
55.
S. Goto, D.M. Roy, Diffusion of ions through hardened cement pastes, Cement and Concrete Research 11, 751–757 (1981).
 
56.
S.W. Yu, C.L. Page, Diffusion in cementitious materials: 1. Comparative study of chloride and oxygen diffusion in hydrated cement pastes, Cem. Concr. Res. 21, 581–588 (1991).
 
57.
V.T. Ngala, et al., Diffusion in cementitious materials: II. Further investigations of chloride and oxygen diffusion in well-cured OPC and OPC/30%PFA pastes, Cem. Concr. Res. 25, 819–826 (1995).
 
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