Skip to content
Snippets Groups Projects

Repository graph

You can move around the graph by using the arrow keys.
Select Git revision
  • bugfix/fix_rigidbodymotion_difference
  • decasteljau
  • feature/ARRN-mod
  • feature/HM-numericalBenchmark
  • feature/HarmonicmapsBenchmark
  • feature/SimoFoxWithLocalFEfunctions
  • feature/bendingIsometries
  • feature/bendingIsometries-PBFE-Stiefel
  • feature/harmonicmapsAddons
  • feature/introduceRetractionNotion
  • feature/riemannianTRaddons
  • feature/simofoxBook
  • fix-fd-gradient-scaling
  • fix_localrodassembler_compiler_error
  • issue/vtk-namespace
  • make_rod-eoc_run
  • master default
  • releases/2.0-1
  • releases/2.1-1
  • releases/2.10
20 results
Created with Raphaël 2.2.012May23Apr9824Mar2221191022Jan913Dec12109865328Nov151331Oct30Sep1664312Jul1185328Jun2714Feb24Jan32130Dec16Nov121196517Sep1318Jul30May25Apr2417159515Mar9825Feb2115987626Jan14121154120Dec1965325Nov2019161514124328Oct272625242321201918171614131211430Sep252222Aug191115Jul1311Add various helper functions needed to parallelize the GFE codeImplement distributed energy computationDistribute the grid over the processors after refinementCreate an MPIHelper object, and hand it over to the RiemannianTrustregion solverAssemble only on Interior_PartitionHand-code one specific matrix-matrix multiplicationCall MPIHelper::instance, we are starting to get this code parallelizedFix boundary values for the new smaller domainAdd missing includeFix domain dimension in the Taylor/Bertoldi/Steigmann exampleSet minimum number of iterations to 1Use a better initial iterate for the TargetSpaceTRSolver than coefficients_[0]New interpolation function that interpolates in a Euclidean space and projects onto the manifoldPartially revert previous commit: it contained some debugging stuffCompile again now that the assembleHessian method is called assembleGradientAndHessianRename loop variable to fix ambiguityDisturb the initial iterate directly in the Identity function objectSome extra commentsSwitch to second-order finite elementsSimplification: use make_sharedDownsample higher-order Lagrangian functions to first-order ones.Use new CosseratVTKWriter with an explicitly provided function space basisRemove unused typedefsAdd a new 'write' method that takes an FE basis instead of a grid as inputFix commentUse Functions::interpolate to set the Dirichlet valuesMake DirichletValues a real Dune function objectSet parameters for the Taylor,Bertoldi,Steigmann wrinkling exampleSet the initial iterate by interpolating an analytical functionUse constructBoundaryDofs to find all dofs on the Dirichlet boundary[cleanup] Use a BoundaryPatch for the Dirichlet boundary[cleanup] Define GridView and IndexSet once and for allRemove old code that calls the FD-based assemblerRename p1Basis to feBasisAdjust values of the shearing/wrinkling problem to the values given in the Taylor/Bertoldi/Steigmann paperRemove all gradient code; automatic differentiation seems to work reliablyallow for finer grids in the boundary-handling codeUse std::conditional instead of Dune::SelectTypeCompatible to the 2.3 core, contains extra speedup patches compared to 2.3-1adapt paths to my new computer