Pages that link to "Item:Q1944583"
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The following pages link to Modeling domains using Bézier surfaces in plane boundary problems defined by the Navier-Lamé equation with body forces (Q1944583):
Displaying 11 items.
- The influence of interval arithmetic on the shape of uncertainly defined domains modelled by closed curves (Q725730) (← links)
- Automatic generating and spread of a plastic region in PIES (Q785145) (← links)
- PIES for 2D elastoplastic problems with singular plastic strain fields (Q825471) (← links)
- Bézier curves in the modification of boundary integral equations (BIE) for potential boundary-values problems. (Q1415825) (← links)
- Parametric integral equation system (PIES) for 2D elastoplastic analysis (Q1655097) (← links)
- A separation of the boundary geometry from the boundary functions in PIES for 3D problems modeled by the Navier-Lamé equation (Q1732384) (← links)
- Approximation of the derivatives of solutions in a normalized domain for 2D solids using the PIES method (Q1737145) (← links)
- Elastoplastic boundary problems in PIES comparing to BEM and FEM (Q2012708) (← links)
- Concept of modeling uncertainly defined shape of the boundary in two-dimensional boundary value problems and verification of its reliability (Q2281782) (← links)
- Numerical approximation strategy for solutions and their derivatives for two-dimensional solids (Q2282638) (← links)
- Modification of the boundary integral equation for the Navier-Lamé equations in 2D elastoplastic problems and its numerical solving (Q6556866) (← links)
