Pages that link to "Item:Q5252669"
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The following pages link to Rotne–Prager–Yamakawa approximation for different-sized particles in application to macromolecular bead models (Q5252669):
Displaying 16 items.
- A scalable computational platform for particulate Stokes suspensions (Q781989) (← links)
- Analysis of a model microswimmer with applications to blebbing cells and mini-robots (Q1750649) (← links)
- Fast simulation of particulate suspensions enabled by graph neural network (Q2083127) (← links)
- Methods for suspensions of passive and active filaments (Q2123897) (← links)
- A hierarchical matrix approach for computing hydrodynamic interactions (Q2134537) (← links)
- A generalised drift-correcting time integration scheme for Brownian suspensions of rigid particles with arbitrary shape (Q2162020) (← links)
- Kernel aggregated fast multipole method. Efficient summation of Laplace and Stokes kernel functions (Q2230587) (← links)
- Slender body theories for rotating filaments (Q5051586) (← links)
- Active Stokesian dynamics (Q5056264) (← links)
- A Kernel-Independent Treecode for General Rotne-Prager-Yamakawa Tensor (Q5157043) (← links)
- Fast Stokesian dynamics (Q5235701) (← links)
- Diffusion coefficients of elastic macromolecules (Q5235704) (← links)
- Intrinsic viscosity of macromolecules within the generalized Rotne–Prager–Yamakawa approximation (Q5364836) (← links)
- Universal features of the shape of elastic fibres in shear flow (Q5856583) (← links)
- Single-particle dynamics in a low-Reynolds-number fluid under spherical confinement (Q6132846) (← links)
- Hindered settling of a log-normally distributed Stokesian suspension (Q6661466) (← links)
