Comments (4)
This should also help with the code base design as I will understand what components must be written to drive the finite element assembly. Some may be one time only, some may need to be written for every equation set, and some may need to be written for every simulation.
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I have the equation set, closure model for the source term, and Dirichlet conditions implemented. Next step is to tie it all together in a static problem using a krylov solver. This will be followed by Rythmos integration.
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The static problem is setup and running with a Jacobi Preconditioned MCSA solver. I'm getting the same results as the GMRES solver in Aztec.
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The prelim research plan only accounts for steady problems so we may just avoid the added complication of time integration completely here. For now I'm putting this in the backlog.
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Related Issues (20)
- Prelim Exam Slides for Monte Carlo Linear Methods
- Prelim Exam Slides for Nonlinear Methods
- Prelim Exam Slides for Research Plan
- Add MCLS to Denovo Stratimikos solvers. HOT 3
- Design a series of computational experiments for domain overlap studies.
- Design a series of computational experiments for domain replication studies.
- Build MCLS/Denovo on Titan
- Spectral Analysis of SPn Equations HOT 10
- Drekar Access HOT 2
- Implement Point/Block Jacobi Preconditioning HOT 10
- SPN Convergence Analysis for Reactor Problems HOT 36
- Expected Value Estimator Anlaysis HOT 6
- ParaSails Preconditioner Analysis for the SPN Equations HOT 5
- Reduced Domain Approximation Analysis HOT 2
- Proof-of-Principle Calculation for the FANM Method HOT 2
- Nonlinear Benchmark 1: Thermal Convection Cavity
- Nonlinear Benchmark 2: Lid-Driven Cavity
- Nonlinear Benchmark 3: Backward-Facing Step
- Asymmetric Benchmark 1: Problem 3
- Asymmetric Benchmark 2: Problem 4
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