文摘
Although unimportant in conventional laminar-flow reactors, axial diffusion can be the dominantmechanism for mixing in micrometer-scale devices. The low Reynolds numbers characteristic ofthese devices allow numerical solution of the convective diffusion equation, coupled whennecessary with the equations of motion. The method of false transients provides a simple wayto obtain such numerical solutions. For the case of reaction within a confined zone, there is aninternal optimum with respect to diffusion. Unlike the lumped-parameter axial dispersion model,the conversion and residence time distribution depend on the boundary conditions. The physicallyrealizable open-open boundary conditions give higher conversions and more uniform residencetimes. Micrometer-scale devices will have such high levels of diffusion that mixing betweenseparately fed, compatible components will become trivially easy. Reactor performance willapproximate that of a CSTR with attendant low yields and poor selectivities.