Pages that link to "Item:Q4835809"
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The following pages link to A cubic‐spline boundary integral method for two‐dimensional free‐surface flow problems (Q4835809):
Displaying 17 items.
- Reduced-order modeling of liquid sloshing in 3D tanks using boundary element method (Q443505) (← links)
- A multiple flux boundary element method applied to the description of surface water waves (Q834063) (← links)
- An extension of the biharmonic boundary integral method to free surface flow in channels (Q1105421) (← links)
- A hybrid finite-boundary element method for inviscid flows with free surface (Q1201065) (← links)
- A new integral identity for potential polygonal domain problems described by parametric linear functions. (Q1399202) (← links)
- Modeling the shape of boundary using NURBS curves directly in modified boundary integral equations for Laplace's equation (Q1993475) (← links)
- Development of applied software package ``Akord'' for computation of problems with free boundaries (Q2714076) (← links)
- A deficient spline function approximation for boundary layer flow (Q2729150) (← links)
- A reduced-order model for liquid sloshing in tanks with flexible baffles using boundary element method (Q2894974) (← links)
- A 3D BEM model for liquid sloshing in baffled tanks (Q3590465) (← links)
- CUBIC SPLINE NUMERICAL SOLUTION FOR TWO-DIMENSIONAL NATURAL CONVECTION IN A PARTIALLY DIVIDED ENCLOSURE (Q3768608) (← links)
- On the accuracy of the desingularized boundary integral method in free surface flow problems (Q4378532) (← links)
- Hermite curves in the modification of integral equations for potential boundary‐value problems (Q4453687) (← links)
- Building-Cube Method for Flow Problems with Broadband Characteristic Length (Q4662505) (← links)
- Accuracy and stability of a set of free-surface time-domain boundary element models based on B-splines (Q4956140) (← links)
- Potential problems with polygonal boundaries by a BEM with parametric linear functions (Q5938445) (← links)
- Modification of the boundary integral equation for the Navier-Lamé equations in 2D elastoplastic problems and its numerical solving (Q6556866) (← links)
