Loss Mechanisms in Shear-Force Pump With Multiple Corotating Disks

Steady flow of incompressible fluid between two co-rotating disks

Computational investigation of partial admission effects on the flow field of a tesla turbine for ORC applications

Nusselt numbers are measured on the heated disc of a rotating cylindrical cavity, with either an axial throughflow or a radial outflow of coolant, over a range of gap ratios, 0.13 ≤ G ≤ 0.4, flow r...

Heat Transfer in Rotating Cylindrical Cavities

This paper deals with the study of the effect of rotation on the gas-side controlled mass transfer between two rotating disks. The velocity and concentration distribution in the gap between the disks have been determined from the solutions of the parabolized Navier?Stokes and species concentration equations. A satisfactory match between the numerical values of mass transfer coefficient with their experimental counterpart supports the efficacy of the numerical model to predict the mass transfer performance of the centrifugal contractor.

Numerical simulation of the gas flow and mass transfer between two coaxially rotating disks

An integral method is developed for the three-dimensional, nonboundary-layer flow which occurs for laminar, radially inward through-flow of an incompressible Newtonian fluid between parallel corotating disks. The method is a forward-stepping procedure which forces satisfaction of integrals of the governing differential equations, plus boundary conditions, plus the governing differential equations at every radius. The velocity components are represented by polynomials of order N; the method is extendable with extraordinary ease to any value of N. It is reported that, with N = 8, the results agree very closely with results earlier obtained by a conventional finite-difference method and which agree with experiment. It is pointed out that the method presented is extremely conservative of computational time and might be adapted to many other problems.

Integral Method for Flow Between Corotating Disks

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Integral Method for Flow Between Corotating Disks