23 citations · 24 across the 3 of their papers we have counts for
Showing math.APShow all
3 papers · 1 filter
math.AP2004★ 1 cited
On the Convection-Dispersion Equation for a Finite Domain: Third-Type Boundaries as a Necessary Condition of the Conservation Law
W. J. Golz
This paper resolves a longstanding discussion of a mathematical problem important in contaminant hydrogeology and chemical-reaction engineering, by discussing the foundations for a…
math.AP2004
Solute Transport in a Porous Medium: A Mass-Conserving Solution for the Convection-Dispersion Equation in a Finite Domain
W. J. Golz
This dissertation resolves a longstanding discussion of a mathematical problem important in contaminant hydrogeology and chemical-reaction engineering, the proper mathematical desc…
math.AP2004★ 23 cited
The convection-diffusion equation for a finite domain with time varying boundaries
W. J. Golz, J. R. Dorroh
A solution is developed for a convection-diffusion equation describing chemical transport with sorption, decay, and production. The problem is formulated in a finite domain where t…