Pages that link to "Item:Q5114204"
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The following pages link to Theoretical Justification and Error Analysis for Slender Body Theory (Q5114204):
Displaying 21 items.
- Slender body theory for Stokes flows with regularized forces (Q444537) (← links)
- Slender-body theory for viscous flow via dimensional reduction and hyperviscous regularization (Q475550) (← links)
- Motion of several slender rigid filaments in a Stokes flow (Q2073660) (← links)
- A single-layer based numerical method for the slender body boundary value problem (Q2134730) (← links)
- An error bound for the slender body approximation of a thin, rigid fiber sedimenting in Stokes flow (Q2179722) (← links)
- Theoretical justification and error analysis for slender body theory with free ends (Q2297688) (← links)
- Accurate quadrature of nearly singular line integrals in two and three dimensions by singularity swapping (Q2660597) (← links)
- (Q3138605) (← links)
- A regularised slender-body theory of non-uniform filaments (Q3303963) (← links)
- A general and formal slender-body theory in the non-lifting case (Q4353830) (← links)
- The boundary integral formulation of Stokes flows includes slender-body theory (Q4583034) (← links)
- Dropping slender-body theory into the mud (Q4647424) (← links)
- Theorems on the Stokesian Hydrodynamics of a Rigid Filament in the Limit of Vanishing Radius (Q4986543) (← links)
- Accuracy of slender body theory in approximating force exerted by thin fiber on viscous fluid (Q5011716) (← links)
- Slender body theories for rotating filaments (Q5051586) (← links)
- An Immersed Boundary Method With Subgrid Resolution and Improved Numerical Stability Applied to Slender Bodies in Stokes Flow (Q5132048) (← links)
- Well-posedness and applications of classical elastohydrodynamics for a swimming filament (Q5877929) (← links)
- Well-posedness of a viscoelastic resistive force theory and applications to swimming (Q6599768) (← links)
- A mixed-dimensional formulation for the simulation of slender structures immersed in an incompressible flow (Q6641858) (← links)
- On an angle-averaged Neumann-to-Dirichlet map for thin filaments (Q6660123) (← links)
- 3D simulation of active thin structures in a viscous fluid and application to mucociliary transport (Q6661142) (← links)
