Weak non-linear analysis of moderate Stefan number stationary convection in rotating mushy layers

Transport in Porous Media

Volumn 49, Issue 3, 2002, Pages 247-263

  Govender, Saneshan ^a   Vadasz, Peter ^a  

^a UNIVERSITY OF KWAZULU NATAL   (South Africa)

Author keywords

Free convection; Mushy layers; Rotating flows; Solidification; Stationary convection; Taylor number

Indexed keywords

BIFURCATION (MATHEMATICS); POROUS MATERIALS; SOLIDIFICATION;

MUSHY LAYERS;

BINARY ALLOYS;

ALLOY; BIFURCATION; CONVECTION; MUSHY ZONE; ROTATING FLOW; SOLIDIFICATION;

EID: 0036885444     PISSN: 01693913     EISSN: None     Source Type: Journal    
DOI: 10.1023/A:1016241225343     Document Type: Article

References (13)

1. Nonlinear analysis of buoyant convection in binary solidification to channel formation
2. Weakly non-linear analysis of convection in mushy layers during the solidification of binary alloys
3. A new oscillatory instability in a mushy layer during the solidification of binary alloys
4. Convective instability in ammonium chloride solution directionally solidified from below
5. The origin of freckles in unidirectionally solidified castings
6. The formation of freckles in binary alloys
7. Moderate time scale linear stability of moderate Stefan number convection in rotating mushy layers
8. Weak nonlinear analysis of moderate Stefan number oscillatory convection in rotating mushy layers
9. Finite bandwidth, finite amplitude convection
10. Modelling the effects of a magnetic field or rotation on flow in a porous medium: Momentum equation and anisotropic permeability analogy
11. Distant side-walls cause slow amplitude modulation of cellular convection
12. Coriolis effect on gravity driven convection in a rotating porous layer heated from below
13. Instabilities of the liquid and mushy regions during solidification of alloys