Linear instability of asymmetric flow in channels
Asymmetry and vorticity effects on linear instability of channel flow with one parameter velocities and inflection points, proving wave speed theorem
Fu, T. S.↗
Engineering topics
Joseph, D. D.
Publications and source records attributed to Joseph, D. D..
Stability of parallel flow between concentric cylinders.
Linear stability of parallel flow in concentric annulus for infinitesimal axisymmetric disturbances
Joseph, D. D.↗
Subcritical instability and exchange of stability in a horizontal fluid layer.
Subcritical instability and exchange of stability in initially quiescent horizontal fluid layer heated from below by internal heat sources
Goldstein, R. J.↗
Parameter values excluded by existence conditions for buoyant dissipative motions in vertical channels.
Parameter values excluded by existence conditions for buoyant dissipative motions in vertical channels
EXISTENCE THEOREM↗
Parameter and domain dependence of eigenvalues of elliptic partial differential equations.
Parameter and domain dependence of eigenvalues of elliptic partial differential equations
BOUNDARY VALUE↗
Subcritical convective instability. I.
Energy methods of subcritical convective instability theory and critical Rayleigh number dependence on Nusselt number
NUSSELT NUMBER↗
Subcritical convective instability. II.
Subcritical convective instability, discussing effects of internal heat generation and spatial variation of gravity field on onset of thermal convection
SPATIAL DISTRIBUTION↗
Evaluation of Tietjens function in stability calculations.
Tietjens function reexpressed as ratio of rapidly converging power series of complex argument and used in calculation of critical Reynolds numbers
POWER SERIES↗
Bounds on lamda for positive solutions of perturbation theory boundary value problem.
Green function-eigenvalue relationship on closed smooth boundary of open dimensional region
PARTIAL DIFFERENTIAL EQUATION↗
Nonlinear stability of the Boussinesq equations by the method of energy.
Energy method applied to stability of flows governed by nonlinear Boussinesq equations, establishing universal stability region in Reynolds-Rayleigh number plane
REYNOLDS NUMBER↗
Stability of frictionally-heated flow.
Stability of frictionally heated Couette and Poiseuille flows, specifically Couette flow in inviscid limit
POISEUILLE FLOW↗