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- W18973586 abstract "The further extension to flowing fluids is easily accomplished if we merely replace the partial derivative with respect to time $$ partial /partial t $$ in the diffusion equation 2.1.1 $$ frac{{partial n}}{{partial t}} = D{nabla^2}n $$ by the total derivative [5, 10, 11] 2.1.2 $$ frac{text{d}}{{{hbox{d}}t}} = frac{partial }{{partial t}} + {V_i}frac{partial }{{partial {x_i}}}, $$ which takes into account the effects of convection upon the time dependence." @default.
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- W18973586 date "2011-01-01" @default.
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- W18973586 title "Advection and Transport" @default.
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