nonlinelast.parset

# level of uniform refinements
minLevel = 3
# (maxLevel-minLevel) = level of adaptive refinements
maxLevel = 3
# Use the H1 Semi norm to measure the error, otherwise the hessian of the energy is used (might be not pos. definite)
useH1SemiNorm = 1

# folder where the input data is located
path=/home/mi/akbib/data/cubes/
# path where to write the results
resultPath=/home/mi/akbib/results/nonlinCube/

# a grid in Amira format
gridFile = cube1.grid
# a constant Dirichlet field
# alternatively set the variable amiraValuesFile
constantValues = 0 0 -0.2
# a surface field determining the Dirichlet nodes (again Amira)
amiraPatchFile = cube1.dn

# scaling for the Dirichlet values
scaling=1

# max iterations of the multigrid
mgIterations = 100
# tolerance of the multigrid
mgTolerance = 1e-7
# tolerance of the coarse grid solver (ipopt)
baseTolerance = 1e-4
# verbosity of the method, (full, reduced or quiet)
verbosity = reduced
# elastic modulus of the body
E=1e3
# Poisson ratio
nu = 0.3
# fraction of elements to refine in each step
refinementFraction = 0.3
# loading steps to be performed to enforce the Dirichlet condition
# an increment of 0.1 would result in 10 steps, 1 would result in 1 step
loadIncrement = 1

#trust-region parameters
[trConfig]
# tolerance
tolerance = 1e-10
# max iterations
maxIterations = 100
# initial trust-region radius
initialRadius = 5
# maximal radius
maxRadius = 10