Implementation of Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces (doi:10.60507/FK2/KZHXDF)

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Part 2: Study Description
Part 5: Other Study-Related Materials
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Document Description

Citation

Title:

Implementation of Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces

Identification Number:

doi:10.60507/FK2/KZHXDF

Distributor:

bonndata

Date of Distribution:

2024-01-04

Version:

1

Bibliographic Citation:

Smoch, Christoph; Simon, Stefan; Rumpf, Martin, 2024, "Implementation of Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces", https://doi.org/10.60507/FK2/KZHXDF, bonndata, V1

Study Description

Citation

Title:

Implementation of Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces

Identification Number:

doi:10.60507/FK2/KZHXDF

Authoring Entity:

Smoch, Christoph (University of Bonn)

Simon, Stefan (University of Bonn)

Rumpf, Martin (University of Bonn)

Software used in Production:

C++

Distributor:

bonndata

Access Authority:

Smoch, Christoph

Depositor:

Smoch, Christoph

Date of Deposit:

2023-12-18

Holdings Information:

https://doi.org/10.60507/FK2/KZHXDF

Study Scope

Keywords:

Mathematical Sciences

Abstract:

This is an implementation of the finite element approximation of large-scale isometric deformations of parametrized surfaces using the Discrete Kirchhoff Triangle (DKT) Finite Element, together with a point-wise nonlinear isometry constraint. The solution of this nonlinear problem is obtained by Newton's method from the IPOPT library.

Methodology and Processing

Sources Statement

Data Access

Other Study Description Materials

Related Publications

Citation

Title:

Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces. M. Rumpf, S.Simon, C.Smoch. SIAM Journal on Numerical Analysis, 60(5):2945–2962, 2022.

Identification Number:

10.1137/21M1455292

Bibliographic Citation:

Finite Element Approximation of Large-Scale Isometric Deformations of Parametrized Surfaces. M. Rumpf, S.Simon, C.Smoch. SIAM Journal on Numerical Analysis, 60(5):2945–2962, 2022.

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README.md

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Describes how to install third-party software to build this project

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2x1rectangleSubdiv0.vtk

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circ64.vtk

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sphere_th20_phi20_subdiv0.vtk

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sphere_th20_phi20_subdiv1.vtk

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sphere_th20_phi20_subdiv2.vtk

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sphere_th9_phi9.vtk

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unitSquareSubdiv0.vtk

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unitSquareSubdiv1.vtk

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unitSquareSubdiv1_withTangentSpace.vtk

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unitSquareSubdiv4CrissCross.vtp

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unitSquareSubdiv4CrissCross1.vtk

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unitSquareSubdiv4Hex.vtp

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unitSquareSubdiv7.vtk

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counter.txt

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OptDeformIsometryNonLin.ini

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OptDeformNonLin.ini

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ShellMatOpt_ExampleCircle1.ini

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vtkPlotInterface_Cylinder.ini

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vtkPlotInterface_Cylinder_Stress.ini

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vtkPlotInterface_Cylinder_Undeformed.ini

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vtkPlotInterface_Plate_BdrAll.ini

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doxygen.conf

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pesoptTensor.h

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pesopt_Eigen.h

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includesIpopt.h

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ipoptBoxConstraintSolver.h

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ipoptNonlinearConstraintSolver.h

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pesopt_Ipopt.h

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dktFEAdaptiveMesh.h

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dktFEAdaptiveRefinement.h

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dktFEBaseFunctionSets.h

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dktFEBoundary.h

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dktFEConfigurators.h

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dktFEEvaluateCurvature.h

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dktFEFunctionEvaluator.h

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dktFEHandler.h

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dktFEIntegrator.h

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dktFEMaterialOptimizationDefines.h

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dktFEMesh.h

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dktFEMeshGenerator.h

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dktFEMeshInfo.h

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dktFEPlateElement.h

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dktFEVTKPlotter.h

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pesopt_DKT.h

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derivativeTest.h

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energyDefines.h

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expliciteFunction.h

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feAdaptiveRefinement.h

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feBaseFunctionSet.h

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feBoundaryHandler.h

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feDefines.h

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feFunctionEvaluator.h

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feIntegrator.h

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feMaterialGenerator.h

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feMeshGenerator.h

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feQuadrature.h

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pesopt_fe.h

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pesopt_quocFE.h

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quocFEAdaptiveRefinement.h

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quocFEBaseFunctionSets.h

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quocFEBoundaryHandler.h

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quocFEBoundaryIntegrator.h

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quocFEConfigurators.h

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quocFEDefines.h

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quocFEElement.h

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quocFEMesh.h

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quocFEMeshGenerator.h

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quocFEQuadrature.h

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quocFESplineBaseFunctionSets.h

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quocFESplineConfigurators.h

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pesopt_triangleFE.h

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triangleFEBaseFunctionSets.h

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triangleFEBoundaryHandler.h

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triangleFEConfigurators.h

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triangleFEDefines.h

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triangleFEElement.h

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triangleFEMesh.h

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triangleFEMeshGenerator.h

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triangleFEQuadrature.h

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pesoptBoostIO.h

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pesoptCoreIO.h

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pesoptImageIO.h

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pesoptLatexIO.h

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pesopt_IO.h

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matOptBoundaryHandler.h

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matOptDefines.h

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matOptEnergies.h

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matOptMultipleLoad.h

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matOptSolver.h

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matOptTexPlotter.h

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matOptVTKPlotter.h

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pesopt_matOpt.h

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linearSystemSolver.h

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lineSearchMethods.h

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solverInfo.h

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ahmedPGMRes.h

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ahmedPGMRes_Quoc.h

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BashCompareThickness.cpp

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CMakeLists.txt

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ShellBucklingTikzPlotter.h

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ShellCurvature.h

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ShellDeformationEnergiesInterfaces.h

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ShellDeformationEnergiesLin.h

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ShellDeformationEnergiesNonLin.h

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ShellForces.h

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ShellIntegrals.h

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ShellIsometryConstraint.h

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ShellOptimalDeformIsometryLinAdaptive.cpp

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ShellOptimalDeformIsometryLinAdaptive.h

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ShellOptimalDeformIsometryNonLinAdaptive.cpp

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ShellOptimalDeformIsometryNonLinAdaptive.h

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ShellOptimalDeformNonLinAdaptive.cpp

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ShellOptimalDeformNonLinAdaptive.h

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ShellOptimalDeformPlotter.cpp

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ShellOptimalDeformSolverInterface.h

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ShellOptimalDeformSolverInterfaceAdaptive.h

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ShellOptimalDeformSolverIsometryLin.h

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ShellOptimalDeformSolverIsometryNonLin.h

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ShellOptimalDeformSolverNonLin.h

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CMakeLists.txt

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ShellDeformationEnergiesSemiNonLin.h

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ShellOptimalDeformIsometrySemiNonLinAdaptive.cpp

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ShellOptimalDeformIsometrySemiNonLinAdaptive.h

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