Pages that link to "Item:Q366457"
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The following pages link to New approximate analytical solutions for creeping flow past axisymmetric rigid bodies (Q366457):
Displaying 10 items.
- A new approach to the classical Stokes flow problem. I: Methodology and first-order analytical results (Q676147) (← links)
- Creeping flow analyses of free surface cavity flows (Q1371495) (← links)
- Predictions of drag and shape of a fluid particle in creeping flow by upper bound approach (Q1385530) (← links)
- A new approximate analytical solution for arbitrary Stokes flow past rigid bodies (Q1925821) (← links)
- Stokes flow past porous bodies of arbitrary shape (Q2221098) (← links)
- Validation of a Galerkin technique on a boundary integral equation for creeping flow around a torus (Q2514038) (← links)
- The unsteady motion of solid bodies in creeping flows (Q4887860) (← links)
- Axial creeping flow in the gap between a rigid cylinder and a concentric elastic tube (Q5360492) (← links)
- An exact solution to the problem of creeping flow around circular cylinder rotating in the presence of translating plane boundary (Q5932293) (← links)
- Analytical solutions describing the oblique flow of a viscous incompressible fluid around a dendritic crystal (Q6087654) (← links)