Publications
(with S. Pennell)
Sessile drops on slightly uneven hydrophilic surfaces,
Canadian Applied Mathematics Quarterly, 7 (1999).
(with M. Fiddy & A. Noushin) New findings on the zeros of band-limited functions,
J. Optical Soc. Amer., 16 (1999).
(with S. Pennell)
Contact angle calculations from the diameter of sessile drops,
International Journal for Numerical Methods in Fluids, 32 (2000).
(with A. Amirfazli, A.W. Neumann & S. Pennell)
Implementation and examination of a new drop shape analysis algorithm to measure
contact angle and surface tension from the diameters of two sessile drops,
Colloids And Surfaces A: Physicochemical And Engineering Aspects,
161 (2000).
(with D. Schult)
Combustion waves with reactant depletion, ANZIAM J., 43 Part 1 (2001).
(with R. Kreminski)
Simpson's rule for estimating (and proving Stirling's formula, almost),
Int. J. Math. Educ. Sci. Tech., 32 No 3 (2001).
(with D. Schult)
The effect of wind on combustion waves with reactant depletion,
Proceedings: Mathematical, Physical and Engineering Sciences, 457
No 2014 (2001).
(with L. Rossi)
On the existence of nontrivial two-dimensional localized rotating self-similar vortical structures,
SIAM J. Appl. Math., 62 No 6 (2002).
(with L. Rossi, H. Inyang & S. Pennell),
A model of coupled heat and moisture transport in an annular clay barrier, to appear in Journal of Environmental Engineering,131 (2005).
(with L. Rossi, H. Inyang & S. Pennell)
Modeling smectite illitization in earthen barriers of buried radioactive wastes,
Geomechanics and Geoengineering, 2 No 2 (2007).
Halting combustion waves with a fire break,
J. Math. Anal. Applic., 348 (2008).
The draining cylinder,
The College Mathematics Journal., 40 No 5 (2009).
(with Q.D. Katatbeh & D.M. Christodoulou)
A Program for Predicting the Intervals of oscillations in the solutions of
ordinary second-order linear homogeneous differential equations, to appear in
Advances in Difference Equations.
(with Q.D. Katatbeh & D.M. Christodoulou)
The intervals of oscillations in the solutions of the Legendre differential equations, to appear in
Advances in Difference Equations.
(with Q.D. Katatbeh & D.M. Christodoulou)
The intervals of oscillations in the solutions of the radial Schrodinger differential equation, to appear in
Advances in Difference Equations.
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