Modern analyses require systems interact over wide space-time scales and with high topological complexity. Patent-pending software abstractions provide a way to divide each problem and integrate as part of the whole, including level-set and hybrid methods. During execution, sequences of algorithms call upon varying geometry types and runtime behavior is redirected to take advantage of key optimizations by type, yielding up to 50x performance benefit.
explicit topology and implicit signed-distance fields
Continuous Galerkin Finite Element Method (FEM-CG) accurately and quickly solves steady-state and time-varying analyses, supporting structural, thermal, and continuum multi-physics. Ground-up shape functions and algorithms utilize implicit ViennaCL linear solvers that run on parallel OpenCL devices.
local stresses on complex structures and components
Sophisticated compressible and incompressible CFD capabilities are based on Finite Volume (FVM), Finite Difference (FDM), and Lattice-Boltzmann methods (LBM). A modular approach to algorithms enables natural inclusion of viscid, inviscid, heat transfer, and turbulence modeling on any device!
real-time conservation-based transport and state equations