Commit Graph

6 Commits

Author SHA1 Message Date
Erwin Coumans
4af9c5a4c9 remove some warnings 2014-08-21 13:32:32 -07:00
erwin.coumans@gmail.com
644d01d231 added the btNNCGConstraintSolver, based on the paper "Nonsmooth Nonlinear Conjugate Gradient Method for interactive
contact force problems". The solver needs a lot of iterations, before the quality goes up (~ 1000)
Thanks to Gabor PUHR for the contribution!
Improved the btLemkeSolver.
Remove the sparse optimizations from the btMatrixX.h, replace it with explicit call to rowComputeNonZeroElements (only used in the btSolveProjectedGaussSeidel), it was likely slowing things down, without being useful.
Re-enable SIMD in the solver (was accidently disabled in Bullet 2.82 release)
2013-10-31 06:17:08 +00:00
erwin.coumans@gmail.com
13936eb9a5 use square epsilon in btVector3::fuzzyZero (length2) 2013-10-29 22:53:01 +00:00
erwin.coumans
1a2c3c0ee9 Added a Lemke MLCP solver, extracted from the MBSim project, and re-licensed under the zlib license
with permission of the original author. 
The Lemke implementation is not fully working yet:
1) we need to convert the lo-high LCP problem into a problem without the lo/high
2) we need to sort out the remaining instabilities, and report a failure if the max loopcount is reached etc.
We replaced the fmatvec library with our own LinearMath/btMatrixX.h, and STL std::vector with btAlignedObjectArray

Removed some warnings/potential issues: use fuzzyZero instead of isZero, and some warnings, 
related to this issue 756
2013-10-26 18:45:25 +00:00
erwin.coumans@gmail.com
379f0079e0 Added Dantzig MLCP solver option from Open Dynamics Engine (trying to avoid naming/linking conflicts in case ODE and Bullet is used together)
If an MLCP solver fails, use PGS/SI fallback, add a boolean return value for 'solve' method
2013-10-21 23:27:09 +00:00
erwin.coumans@gmail.com
1ca0493dc4 Build full A matrix and b vector for a MLCP solver interface, to explore Lemke, Dantzig, Newton and other MLCP solvers. The A matrix contains sparsity information.
Added a PGS solver that uses the sparsity of the A matrix, just for testing (the equivalent sequential impulse solver is much faster, not having to allocate the big matrices)
2013-10-20 17:38:14 +00:00