The Quarterly Journal of Mechanics and Applied Mathematics

Articles

J. M. DORREPAAL and M. E. O'NEILL

THE EXISTENCE OF FREE EDDIES IN A STREAMING STOKES FLOW
Q J Mechanics Appl Math 1979 32: 95-107; doi:10.1093/qjmam/32.2.95 [Abstract] [PDF] [Request Permissions]  

P. F. RHODES-ROBINSON

ON SURFACE WAVES IN THE PRESENCE OF IMMERSED VERTICAL BOUNDARIES. I
Q J Mechanics Appl Math 1979 32: 109-124; doi:10.1093/qjmam/32.2.109 [Abstract] [PDF] [Request Permissions]  

P. F. RHODES-ROBINSON

ON SURFACE WAVES IN THE PRESENCE OF IMMERSED VERTICAL BOUNDARIES. II
Q J Mechanics Appl Math 1979 32: 125-133; doi:10.1093/qjmam/32.2.125 [Abstract] [PDF] [Request Permissions]  

S. H. SMITH

THE MODIFICATION OF BOUNDARY LAYERS BY THE IMPOSITION OF AN AXIAL VELOCITY WITHIN A ROTATING FLUID
Q J Mechanics Appl Math 1979 32: 135-148; doi:10.1093/qjmam/32.2.135 [Abstract] [PDF] [Request Permissions]  

GIOVANNI P. GALDI and SALVATORE RIONERO

CONTINUOUS DEPENDENCE THEOREMS FOR NAVIER-STOKES EQUATIONS IN UNBOUNDED DOMAINS BY THE WEIGHT-FUNCTION METHOD
Q J Mechanics Appl Math 1979 32: 149-161; doi:10.1093/qjmam/32.2.149 [Abstract] [PDF] [Request Permissions]  

P. K. CURRIE

THE SECULAR EQUATION FOR RAYLEIGH WAVES ON ELASTIC CRYSTALS
Q J Mechanics Appl Math 1979 32: 163-173; doi:10.1093/qjmam/32.2.163 [Abstract] [PDF] [Request Permissions]  

L. N. TAO

ON SOLIDIFICATION PROBLEMS INCLUDING THE DENSITY JUMP AT THE MOVING BOUNDARY
Q J Mechanics Appl Math 1979 32: 175-185; doi:10.1093/qjmam/32.2.175 [Abstract] [PDF] [Request Permissions]  

P. BALDWIN

UNIFORM APPROXIMATIONS TO SOLUTIONS OF A LINEAR SECOND-ORDER DIFFERENTIAL EQUATION OUTSIDE A VANISHINGLY SMALL REGION CONTAINING TWO ASYMPTOTICALLY COINCIDENT TRANSITION POINTS
Q J Mechanics Appl Math 1979 32: 187-204; doi:10.1093/qjmam/32.2.187 [Abstract] [PDF] [Request Permissions]  

To see an article, click its [Full Text] or [PDF] link. To review many abstracts, check the boxes to the left of the titles you want, and click the 'Get All Checked Abstract(s)' button. To see one abstract at a time, click its [Abstract] link.