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lagamex:auto [2022/09/01 13:48]
calogero [5th line (7G10.0)]
lagamex:auto [2024/01/25 15:59] (current)
arthur
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 |:::|= 5|Idem as method 3, with parallel real factorization (CAESAR library)| |:::|= 5|Idem as method 3, with parallel real factorization (CAESAR library)|
 |:::|= 6|GMRES method coupling with incomplete LU preconditionner,​ \\ Morse storage (see [[appendices:​a19|appendix 19]])| |:::|= 6|GMRES method coupling with incomplete LU preconditionner,​ \\ Morse storage (see [[appendices:​a19|appendix 19]])|
 +|:::|= 8|Parallel solver SOLVE_DSS|
 |:::|= 9|Morse storage, PARDISO renumbering,​ Direct Solver LU symbolic and real factorization| |:::|= 9|Morse storage, PARDISO renumbering,​ Direct Solver LU symbolic and real factorization|
 |:::|= ±10|Iterative solver with mixed constraint preconditioner (GMRES or BiCGstab methods) → see [[appendices:​a22|appendix 22]]| |:::|= ±10|Iterative solver with mixed constraint preconditioner (GMRES or BiCGstab methods) → see [[appendices:​a22|appendix 22]]|
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 |Implicit| θ = 1| β = 0 | |Implicit| θ = 1| β = 0 |
  
-The integration scheme is made of two parts : +The integration scheme is made of two parts : \\ 
-- the first one (θ) is about the referencial time for the strain +- the first one (θ) is about the referencial time for the energy balance \\ 
-- the second one (β) is about the referencial time for the material ​parameter+- the second one (β) is about the referencial time for the material ​parameters\\
  
 which gives :  which gives : 
 \[ σ^{t+1} = [(1-θ-β) ALAMX + β ALBMX] ε^{t} + [β ALAMX + (θ-β) ALBMX] ε^{t+1} ​  \] \[ σ^{t+1} = [(1-θ-β) ALAMX + β ALBMX] ε^{t} + [β ALAMX + (θ-β) ALBMX] ε^{t+1} ​  \]
 +
 +Where ALAMX represent material properties at time t and ALBMX at t+1
  
  
lagamex/auto.1662032916.txt.gz · Last modified: 2022/09/01 13:48 by calogero