Transport Modeling in Hydrogeochemical Systems (Interdisciplinary Applied Mathematics)

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Logan , Solute transport in porous media with scale dependent dispersion and periodic boundary conditions, Journal of Hydrology , Boundary conditions for convergent radial tracer tests and effect of well bore mixing volume, Water Resources Research 32 7 , with V. Transport in fractured porous media with time-periodic boundary conditions, Mathematical and Computer Modelling, 9 , with S.

Stability of traveling waves for a solute transport problem in porous media, Canadian Applied Mathematics Quarterly 4 3 , with S. Logan , Weighted L2 stability of traveling waves in porous media, Communications in Applied Nonlinear Analysis 4 1 , Contaminant transport in fractured media with sources in the porous domain, Transport in Porous Media 29, with M.

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Logan, Stability of wave fronts in a variable porosity model, Applied Mathematics Letters 10 6 , Logan, Wave front solutions to a filtration equation with growth, Communications in Applied Nonlinear Analysis 5 1 , A singular perturbation problem in fractured media with parallel diffusion, Mathematical Models and Methods in Applied Science 8 4 , with M. Shocks and wave fronts in a convection-diffusion-adsorption model with bounded flux, Communications in Applied Nonlinear Analysis 6 3 , with M.

Logan, Reaction fronts in porous media with varying porosity. An exact solution, Nonlinear Analysis 6 4 , Analysis of a filtration model in porous media, Mathematical Modelling Russian 13 2 , ; reprinted in: PanAmerican Mathematical Journal 10 1 , with G. Contamination and remediation waves in a filtration model, Applied Mathematics Letters 13, with G. Ledder Logan, Approximate wave fronts in a class of reaction- diffusion equations, Communications in Applied Nonlinear Analysis 8 2 , Corrigendum: Contamination and remediation waves in a filtration model, Applied Mathematics Letters 15, with G.

Particle accretion and release in flows of suspensions, Mathematical and Computer Modelling 35, with W. Numerical study of reaction-mineralogy-porosity changes in porous media, Applied Mathematics and Computation , with M.

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Location, time, and temperature dependence of digestion in simple animal tracts, Journal of Theoretical Biology , with A. Logan, Biological invasions with flux-limited dispersal, Math.

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Chemical reactor models of optimal digestion efficiency with constant foraging cost, Ecological Modelling , 25—38 with A. Dynamic energy budget models with size-dependent hazard rate, J. Mathematical model of consumer homeostasis control in plant- herbivore dynamics, Mathematical and Computer Modelling 40, with A.

Joern, J. Wolesensky, Effect of global climate change on agricultural pests: Possible impacts and dynamics at population, species-interaction, and community levels, pp — in: Chapter Climate Change and Global Food Security, R. Logan, A. A model of digestion modulation in grasshoppers, Ecological Modelling , — Joern, B.

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Danner, J. Natural history of mass-action in predator-prey models: A case study from wolf spiders and grasshoppers, The American Midland Naturalist 52— Burk, ed. Temperature- dependent phenology and predation in arthropod systems, Ecological Modelling — Logan, W. Insect development under predation risk, variable temperature, and variable food quality, Mathematical Biosciences and Engineering 4 1 : 47— An individual, stochastic model of growth incorporating state-dependent risk and random foraging and climate, Mathematical Biosciences and Engineering 4 1 : Accounting for temperature in predator functional responses, Natural Resource Modeling, 20 4 : An index to measure the effects of climate change on trophic interactions, Journal of Theoretical Biology Logan, Phenologically-structured predator-prey dynamics with temperature dependence, Bull.

Logan, G. Type II functional response for continuous, physiologically-structured models, Journal of Theoretical Biology Effects of temperature on TSD in turtle C. Logan, J. The models are simple but the results are illuminating. The book is designed to appeal to both the mathematics and the applications communities, and it does a good job of presenting interesting material on both aspects. The typography in this book is attractive, the figures are clear Koplik, Applied Mechanics Reviews, Vol. The book deals with the interplay between mathematics and hydrogeology, via modelling and analysis in terms of partial differential equations for transport and reaction of solutes in the groundwater.

Eye of the Albatross Carl Safina. Introducing Oceanography David George Bowers.

Geothermal Energy Kurt Bucher. Field Hydrogeology Rick Brassington. Curve Number Hydrology Richard H. This Changes Everything Naomi Klein. Water Chemistry Patrick L. Other books in this series. Mathematical Biology James D. Mathematical Physiology James P.

Heterogeneous Materials

Nonlinear Systems Shankar Sastry. The book serves as an excellent text or supplementary reading in courses in applied mathematics, contaminant hydrology, ground water modeling, or hydrogeology.

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