The axially symmetric flow of a viscous fluid between two infinite rotating disks
From MaRDI portal
Publication:3849586
DOI10.1098/rspa.1962.0050zbMath0112.41701OpenAlexW1965489130MaRDI QIDQ3849586
Publication date: 1962
Published in: Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1098/rspa.1962.0050
Related Items (45)
Rotating flows regarded as point-mechanical motions in the complex domain ⋮ A three-dimensional PSME model for rotating flows in an annular cavity ⋮ A series solution of the unsteady von Kármán swirling viscous flows ⋮ Effect of the chamber depth on steady and unsteady flow of a rotating fluid in a finite cylindrical container. I ⋮ Magnetohydrodynamic flow between a solid rotating disk and a porous stationary disk ⋮ High Reynolds number flow between two inflnite rotating disks ⋮ Flow between eccentric disks rotating at different speeds: Inertia effects ⋮ The study of fluid flow and heat transfer of a viscous incompressible fluid between a rotating solid disk and a stationary permeable disk using the Brinkman‐Darcy model ⋮ MHD swirling flow and heat transfer in Maxwell fluid driven by two coaxially rotating disks with variable thermal conductivity ⋮ Entropy generation minimization and statistical declaration with probable error for skin friction coefficient and Nusselt number ⋮ Influence of inter‐disc space on the turbulent flow between two rotating discs ⋮ Batchelor versus Stewartson flow structures in a rotor-stator cavity with throughflow ⋮ Flow of viscoelastic fluids between rotating disks ⋮ Flow and heat transfer of a second grade fluid between two stretchable rotating disks ⋮ Numerical solution of a micropolar fluid flow between two rotating coaxial disks ⋮ The non-monotonicity of solutions in swirling flow ⋮ Extension of perturbation series by computer: Viscous flow between two infinite rotating disks ⋮ On the swirling flow between rotating coaxial disks ⋮ Numerical solution of unstable two-point boundary-value problems by quasilinearization and orthonormalization ⋮ Unnamed Item ⋮ Numerical study of the flow between rotating coaxial discs ⋮ On the steady flow between a rotating and a stationary naturally permeable disc ⋮ Calculation of flow between two rotating coaxial disks by differentiation with respect to an actual parameter ⋮ Numerical solution of micropolar fluid flow between a rotating and a porous stationary disc ⋮ The numerical solution of unstable two point boundary value problems ⋮ Flow between a stationary and a rotating disk with suction ⋮ Computation of the flow between a rotating and a stationary naturally permeable disk ⋮ On the numerical solution of the flow between a rotating and a stationary disk ⋮ Numerical investigations of flow of a viscoelastic fluid between rotating coaxial disks ⋮ Time dependent hydromagnetic flow between two slowly rotating discs ⋮ On shooting methods for boundary value problems ⋮ Series solutions of unsteady MHD flows above a rotating disk ⋮ On the steady flow between a rotating and a stationary disk with a uniform suction at the stationary disk ⋮ The epsilon variation method in two-point boundary-value problems ⋮ Extension of a perturbation technique for nonlinear two-point boundary- value problems ⋮ Radial flow of a viscous, incompressible fluid between two stationary, uniformly porous discs ⋮ Finite element solution of the Navier–Stokes equations in rotating flow ⋮ A numerical study of magnetohydrodynamic flow between a rotating and a stationary porous coaxial discs ⋮ A numerical study of magnetohydrodynamic flow between a rotating and a stationary porous coaxial discs ⋮ Note on a problem by Lance and a problem by Bellman ⋮ On the flow between two counter-rotating infinite plane disks ⋮ Asymmetric flow between parallel rotating disks ⋮ On the swirling flow between rotating coaxial disks, asymptotic behaviour, I ⋮ A note on rotationally symmetric flow above an infinite rotating disc ⋮ Motion of a fluid between rotating cones
This page was built for publication: The axially symmetric flow of a viscous fluid between two infinite rotating disks