Instability of rectangular jets
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Publication:4694466
DOI10.1017/S0022112093000837zbMath0775.76049MaRDI QIDQ4694466
Christopher K. W. Tam, Andrew T. Thies
Publication date: 8 August 1993
Published in: Journal of Fluid Mechanics (Search for Journal in Brave)
Related Items (16)
Numerical simulation of non-circular jets ⋮ Reynolds number dependence of plane jet development in the transitional regime ⋮ Triad resonant wave interactions in electrically charged jets ⋮ The spatial stability of compressible elliptic jets ⋮ Resonant instability and nonlinear wave interactions in electrically forced jets ⋮ Curvature-induced deformations of the vortex rings generated at the exit of a rectangular duct ⋮ Direct numerical simulations of two-phase laminar jet flows with different cross-section injection geometries ⋮ Near-field turbulent simulations of rectangular jets using lattice Boltzmann method ⋮ Temporal stability analysis of jets of lobed geometry ⋮ On spatial instability of an electrically forced non-axisymmetric jet with curved centerline ⋮ On spatial instability of electrically forced axisymmetric jets with variable applied field ⋮ On turbulent jets issuing from notched-rectangular and circular orifice plates ⋮ Statistical properties of turbulent free jets issuing from nine differently-shaped nozzles ⋮ Surface waves along liquid cylinders. Part 1. Stabilising effect of gravity on the Plateau–Rayleigh instability ⋮ Spatial stability analysis of subsonic corrugated jets ⋮ Influence of mixing layer thickness on the stability characteristics of a supersonic jet
Cites Work
- Differential eigenvalue problems in which the parameter appears nonlinearly
- Axial coherence functions of circular turbulent jets based on an inviscid calculation of damped modes
- Wave structures in jets of arbitrary shape. I. Linear inviscid spatial instability analysis
- Stochastic model theory for coherent turbulent structures in circular jets
- Wave structures in jets of arbitrary shape. III. Triangular jets
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