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Numerical simulation of multi-species diffusion
Abstract A numerical model has been developed to simulate the transport of several ionic species across a saturated concrete or mortar sample. The chloride binding as well as the electrical coupling between the different ionic fluxes are included in the model by using the Nernst-Planck system of equations. This model highlights which parameters affect substantially chloride penetration into reinforced concrete structures and then shows that the use of Fick’s first law in a predictive model for chloride penetration is strongly challenged. The simulations are in good agreement with diffusion-cell experiments and membrane potential measurements.
Numerical simulation of multi-species diffusion
Abstract A numerical model has been developed to simulate the transport of several ionic species across a saturated concrete or mortar sample. The chloride binding as well as the electrical coupling between the different ionic fluxes are included in the model by using the Nernst-Planck system of equations. This model highlights which parameters affect substantially chloride penetration into reinforced concrete structures and then shows that the use of Fick’s first law in a predictive model for chloride penetration is strongly challenged. The simulations are in good agreement with diffusion-cell experiments and membrane potential measurements.
Numerical simulation of multi-species diffusion
Truc, O. (Autor:in) / Ollivier, J. -P. (Autor:in) / Nilsson, L. O. (Autor:in)
2000
Aufsatz (Zeitschrift)
Englisch
Numerical simulation of multi-species diffusion
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