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- W1528055311 abstract "The analytical solution to the convection-diffusion equation in a radial velocity field with arbitrary initial data F(r) and an inhomogeneous mixed boundary condition G(t) at the well radius, is presented. These formulas are helpful in the interpretation of tracer injection experiments. To prevent numerical problems during the evaluation of the analytical solution, due to the oscillating character of the integrands, a more appropriate numerical inversion procedure is suggested. This new procedure circumvents oscillating integrands by deforming the Bromwich inversion integral contour through the complex plane using the steepest descent path. Along this path the integrands behave like exponentially decreasing positive functions which makes the integration easier." @default.
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- W1528055311 date "2001-01-01" @default.
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- W1528055311 title "Analytical solution and numerical evaluation of the radial symmetric convection-diffusion equation with arbitrary initial and boundary data" @default.
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