Journal of Tribology · 1987 · 73 citations · 3 references
Natural SciencesMechanical EngineeringPhysicsComputational Fluid DynamicsComputational MechanicsFluid DynamicsFinite Difference MethodsTurbulenceTurbulent FlowFinite Difference DiscretizationFinite Difference SchemesPressure Distribution EstimationSeal DynamicsSeal ModelingSeal Pressure DistributionTurbulence ModelingTurbulence Modelling
For modelling the turbulent flow in a seal the Navier-Stokes equations in connection with a turbulence model (k-ε-model) are solved by a finite-difference method. A motion of the shaft around the centered position is assumed. After calculating the corresponding flow field and the pressure distribution, the rotordynamic coefficients of the seal can be determined. These coefficients are compared with results obtained by using the bulk flow theory of Childs [1] and with experimental results.
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Prediction of Incompressible Flow in Labyrinth Seals
D. L. Rhode, Jonathan Demko, U.K. Traegner et al. · Journal of Fluids Engineering · 1986 · 54 citations