
Brian
Seymour
Emeritus Professor, Mathematics Email: seymour(at)math.ubc.ca

B.Sc., Manchester (1965); Ph.D., Nottingham (1969); Assistant Professor, New York Univ., NY. (19703);
Assistant Professor, UBC (19731976); Associate Professor, UBC (19761981);
Professor, UBC (19812012); Emeritus Professor, UBC (2012...)
Director, Institute of Applied Mathematics, UBC (19861993)
Zhang, H, Barry, D.A., Seymour, B. R. and Hocking, G.C. (2023): Numerical analysis of apparatusinduced dispersion for densitydependent solute transport in porous media. ANZIAM Journal, vol 65, 178194, doi.org/10.1017/S1446181123000135,
Amundsen, D.E., Mortell, M.P. and Seymour, B. R. (2022): On the transition between continuous and shocked solutions for resonant gas oscillations in the frustum of a closed cone, Journal of Fluid Mechanics, vol. 937, April 2022, doi.org/10.1017/jfm.2022.88
S. Wu , DS. Jeng, B.R. Seymour (2020). Numerical Modelling of consolidationinduced solute transport in unsaturated soil with dynamic hydraulic conductivity and degree of saturation. Advances in Water Resources, 135, doi.org/10.1016/j.advwatres.2019.103466
Rahmani, M., Seymour, B.R. and Lawrence, G. (2014): The evolution of large and smallscale structures in KelvinHelmholtz instabilities, Environmental Fluid Mechanics, DOI10.1007/s1065201493436.
Zhang H, Jeng DS, Barry DA, Seymour BR & Li L (2013). Solute transport in nearly saturated porous media under landfill clay liners: afinite deformation approach. Journal of Hydrology, 479, 189–199, dx.doi.org/10.1016/j.jhydrol.2012.11.063
Zhang HJ, Jeng DS, Barry DA, Seymour BR & Li L (2013). Contamination transport through nonisothermal unsaturated deforming clay liner. Advances in Water Resources, 59, 66–81.
Seymour, B. R., Mortell, M.P. and Amundsen, D.E. (2012): Asymptotic solutions for shocked resonant acoustic oscillations between concentric spheres and coaxial cylinders, Physics of Fluids, dx.doi.org/10.1063/1.3687611.
Zhang, H.J, Jeng, D.S., Seymour, B. R., Barry, D. A., and Li, L. (2012): Solute transport in partiallysaturated deformable porous media: application to a landfill clay liner . Advances in Water Resources, vol.40, pp 110, dx.doi.org/10.1016/j.advwatres.2012.01.007
Stojsavljevic,
J.D., Jeng, DJ., Seymour, B.R. and Pokrajac, D.
Wacher, A and Seymour, B. R. (2011): A Radiation Model of a Rapid Thermal Processing System, MathematicsinIndustry Case Studies Journal, vol. 3, pp. 118.
Mortell, M.P. and Seymour, B. R. (2011) The propagation of small amplitude nonlinear waves in a strongly inhomogeneous medium, Journal of the Mathematics and Mechanics of Solids, vol. 16 , 6 : pp. 637  651.
Jamali, M. and Seymour, B. R. (2011). Comment on methods to derive the free surface boundary, Groundwater, vol. 49 , 2 : pp. 133  143 .
Zhang, H, Hocking, G.C. and Seymour, B. R. (2009): Critical and supercritical withdrawal from a twolayer fluid through a line sink in a partially bounded aquifer. Advances in Water Resources, 32 (12), 17031710.
Mortell, M.P., Mulchrone, K.F. and Seymour, B. R. (2009): The evolution of macrosonic standing waves in a resonator. Int. J. Eng. Science, 47, 13051314.
Mortell, M.P. and Seymour, B. R. (2008): Comments on linear and nonlinear frequency shifts in acoustic resonators with varying cross section. J. Acoustical Soc. America, 124(6), pp 33813385.
CarrascoTeja,
M., Frigaard, I. A., Seymour, B. R. & Storey, S. (2008): Viscoplastic
fluid displacements in horizontal narrow eccentric annuli: stratification
and travelling wave solutions.
Journal of Fluid Mechanics, 605, pp 293327.
Mortell, M.P. and Seymour, B. R. (2007): Resonant oscillations of an inhomogeneous gas in a closed cylindrical tube. Discrete and Continuous Dynamical Systems, Series B, A.I.M.S. 17 (3), 619628.
Seymour, B. R. and Mortell, M.P. (2007): Resonant hydraulic sloshing in a tank of variable depth, Z.A.M.P., Journal of Applied Math & Physics, 58 (5), 818831.
Jeng, D.S. and Seymour, B. R. (2007): A simplified analytical approximation for porewater pressure buildup in a porous seabed. Journal of Waterway, Port, Coastal and Ocean Engineering, A.S.C.E., 133 (4), 309321.
Jeng, D.S., Seymour, B. R., Gao, F. P. and Wu, Y. X. (2007): Ocean waves propagating over a porous seabed: Residual and oscillatory mechanisms. Science in China , Series E. 50 (1), 8189.
Jeng, D.S. Seymour, B. R. and Li, J.(2007): A new approximation for pore
pressure accumulation in marine sediment due to water waves. International
Journal for Numerical and Analytical Methods in Geomechanics,
31, 5369.
Jamali, M, Seymour, B.R., and Kasaiian, R. (2005): Numerical and experimental study of flow of a stratified fluid over a sill, Physics of Fluids, 17 (5), 71067123.
Jeng,
D.S., Seymour, B. R., Barry, D. A., Li, L. and Parlange, J.Y. (2005):
A new approximation for tidal dynamics in coastal aquifers: Capillary correction.
Advances in Water Resources,
28 (10), 10321039
Mortell,
M.P. and Seymour, B. R. (2005) Finite Amplitude, Shockless, Resonant Vibrations
of an Inhomogeneous Elastic Panel, Journal of the Mathematics and Mechanics
of Solids, Volume 10, pp.427440.
Jeng, D.S., Seymour, B. R., Barry, D.
A., Dong, P. and Li, L. (2005): A TwoDimensional approximation
for tideinduced
watertable fluctuations in a sloping sandy beach. Advances in Water
Resources, 28 (10), 10401047.
Jeng,
D.S., Seymour, B. R.,
Barry, D. A., Parlange, J.Y., Lockington, D. A. and Li, L. (2005): Steepness
expansion for free surface flow of groundwater in coastal aquifers. Journal of Hydrology,
309 (14), 8592.
Jeng,
D.S. and Seymour, B. R. (2005): A new approximation for ocean waves propagating
over a beach with variable depth. Ocean Engineering, 32 (16), 19061916.
Mortell,
M. and Seymour, B. R. (2004) Nonlinear Resonant Oscillations in Closed Tubes
of Varying Cross Section, Journal of Fluid Mechanics, vol. 519, pp183200.
Jamali,
M. and Seymour, B. R. (2004). The Interaction of a Surface Wave with Waves
on a Diffuse Interface, Journal of Physical Oceanography, 34, 204213.