Pages that link to "Item:Q1574242"
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The following pages link to Asymptotic structure of the stress field in flow past a cylinder at high Weissenberg number (Q1574242):
Displaying 8 items.
- Calculation of main flows of a memory-integral fluid in an axisymmetric contraction at high Weissenberg numbers (Q1208968) (← links)
- The stresses of an upper convected Maxwell fluid in a Newtonian velocity field near a re-entrant corner (Q1321576) (← links)
- Numerical prediction of the boundary layers in the flow around a cylinder using a fixed velocity field (Q2507145) (← links)
- An asymptotic theory for the high-Reynolds-number flow past a shear-free circular cylinder (Q5011361) (← links)
- Birefringent strands drive the flow of viscoelastic fluids past obstacles (Q5103736) (← links)
- Axisymmetric simulation of viscoelastic filament thinning with the Oldroyd-B model (Q5231656) (← links)
- Flow of an Oldroyd-B fluid in a slowly varying contraction: theoretical results for arbitrary values of Deborah number in the ultra-dilute limit (Q6552444) (← links)
- Transition to elasto-capillary thinning dynamics in viscoelastic jets (Q6630507) (← links)
