OpenSTAP

OpenSTAP is a Finite Element Method (FEM) Solver.

It is based on:

• STAP (KJ Bathe, FORTRAN IV)
• STAP90 (Prof. Xiong Zhang, Tsinghua University, FORTRAN 90)

It includes:

• Basic element types:

  • Truss
  • 3T (Triangular)
  • 4Q
  • 8Q
  • 9Q
  • 4T (Tetahedral)
  • 8H (Hexahedral)
  • 20H (B Matrix Unfinished)
  • Beam
  • Timoshenko Beam
  • Plate
  • Shell
  • Plate 8Q
  • Shell 8Q

• Advanced element types:

  • Infinite 4Q
  • Plastic truss

• Multiple solver choices

  • Classical Skyline storage and LDLT decomposition solver
  • Intel MKL Pardiso sparse matrix solver
  • LANCZOS eigen value solver (still not completely functional)
  • MKL FEAST eigen value solver (to be tested)

• And an ABAQUS Python plugin for converting the input file of this program.

It works with:

• Intel MKL
• ParaVIEW for visualizing output data (actually it converts a text output file for printing and a vtk file in v3.0 format.)

It runs fast

Minimum RAM requirement: 400MB.

Benchmark of the program on an Intel i7-4790 Processor with 16G of RAM:

• 4087 nodes with 2884 elements
  • about 3s using classical Skyline
  • about 0.2s using Intel MKL Pardiso
• 37067 nodes with 30370 elements
  • about 3.5s using Intel MKL Pardiso
• 259391 nodes with 232720 elements
  • about 35s using Intel MKL Pardiso

Our program also utilized MKL's out-of-core mode which allows external storage to be used when solving large problems. An example of which is running the third benchmark on a Surface Pro 4 with 8GB of RAM. Typically the program would create a 950MB temporary file in the disk to store global stiffness matrix. This would also extend the solution time to about 23 minutes.

Plese refer to /doc for more information.