Abstract
We study travelling wave solutions for the model developed in Part 1 of this paper. We develop and discuss a condition characterizing their existence. The possibility of finiteness is investigated. We consider the convergence to various limit cases and point out their different qualitative behaviour. Numerical examples are discussed.
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van Duijn, C. J. and Knabner, P., 1990, Travelling waves in the transport of reactive solutes through porous media: Adsorption and binary ion exchange — Part 2 (extended version), Report No. 205, SPP Applied Optimization, Augsburg.
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van Duijn, C. J. and Knabner, P., 1992, Travelling waves in the transport of reactive solutes through porous media: Adsorption and binary ion exchange — Part 1,Transport in Porous Media.8, 167–194.
van Duijn, C. J., Knabner, P., and van der Zee, S.E.A.T.M., 1992, Travelling waves in transport of reactive solutes through porous media: Effect of adsorption model, in preparation.
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This work was supported by the EC project ‘Filtration and Nonlinear Diffusion Processes’ (Contract No. SC1-0019-C(TT)).
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Van Duijn, C.J., Knabner, P. Travelling waves in the transport of reactive solutes through porous media: Adsorption and binary ion exchange — Part 2. Transp Porous Med 8, 199–225 (1992). https://doi.org/10.1007/BF00618542
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DOI: https://doi.org/10.1007/BF00618542