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T005_AlSi_trapping.log
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MICRESS binary
**************
version number: 6.400 (Linux)
compiled: 01/17/2018
compiler version: Intel 1400 20140120
executable architecture: x64
Thermo-Calc coupling: enabled
# Version: 19
# Link Date: 20-03-2017 12:28:00
# OS Name: Linux
# Build Date: 10716
# Compiler: ifort (IFORT) 14.0.2 20140120
OpenMP: disabled
shell: /bin/tcsh
('double precision' binary)
Miscellanea
***********
Date and time: 17/01/2018 (04:05)
Machine: n009
Driving file: T005_AlSi_trapping_dri.temp
Flags and settings
******************
Geometry
--------
AnzX, AnzY, AnzZ = 1, 1, 250
deltaX, deltaY, deltaZ [cm] = 2.5000E-05, 2.5000E-05, 2.5000E-05
Flags
-----
Simulation with concentration coupling
'Multi-obstacle' potential
no_1d_far_field
no_1d_temp
IFaceDim coeff. : 0.100 (0.75, 0.50)
nTupelDim coeff.: 0.100 (0.75, 0.50)
The data compression is done with 'zlib' (cf. http://www.zlib.net/).
The routine for appending is loosely derived from the 'gzappend.c' example.
Time input data
***************
Number of intermediate outputs = 20
Intermediate output at t = 2.0000000E-01 s
Intermediate output at t = 4.0000000E-01 s
Intermediate output at t = 6.0000000E-01 s
Intermediate output at t = 8.0000000E-01 s
Intermediate output at t = 1.0000000E+00 s
Intermediate output at t = 1.2000000E+00 s
Intermediate output at t = 1.4000000E+00 s
Intermediate output at t = 1.6000000E+00 s
Intermediate output at t = 1.8000000E+00 s
Intermediate output at t = 2.0000000E+00 s
Intermediate output at t = 2.2000000E+00 s
Intermediate output at t = 2.4000000E+00 s
Intermediate output at t = 2.6000000E+00 s
Intermediate output at t = 2.8000000E+00 s
Intermediate output at t = 3.0000000E+00 s
Intermediate output at t = 3.2000000E+00 s
Intermediate output at t = 3.4000000E+00 s
Intermediate output at t = 3.6000000E+00 s
Intermediate output at t = 3.8000000E+00 s
Intermediate output at t = 4.0000000E+00 s
Coefficient for phase-field criterion 1.00
Coefficient for segregation criterion 0.950
Upper limit for time step: 0.100
Lower limit for time step: 1.000E-12
Number of steps to adjust profiles of initially sharp interfaces [exclude_inactive]: 30
Phase data
**********
Number of distinct solid phases = 1
Data for phase 1:
-----------------
in phase 1, recrystallisation will not be considered.
Phase 1 is isotropic.
No categorization is allowed for phase 1
Grain input
***********
Grains will be positioned deterministically
Number of grains = 1
Input data for grain number 1:
'Rectangular' grain.
x,z coordinates : 0.00000, 0.00000 micrometers
Length along X,Z axis : 2.00000, 30.0000 micrometers
No Voronoi construction
Phase number : 1
Data for further nucleation
***************************
Run-time nucleation disabled
Phase interaction data
**********************
Data for phase interaction 0 / 1:
---------------------------------
Interaction between 0 and 1 will be simulated.
Interaction parameters between phases 0 and 1:
Averaging coefficient Av = +0.50
Interfacial energy sigma = 1.00000E-04 [J/cm**2]
Kinetic coefficient mu = 2.00000E-03 [cm**4/(Js)]
Data for phase interaction 1 / 1:
---------------------------------
Interaction between 1 and 1 will not be simulated.
Concentration data
******************
Number of dissolved constituents = 1
Concentration in weight percent wt%
Diffusion Data
--------------
Diffusion of component 1 in phase 0 will be solved.
Diff.-coefficient:
Prefactor: 1.340000000000000E-003 [cm**2/s]
Activation energy: 30000.0000000000 [J/mol]
Diffusion of component 1 in phase 1 will not be solved.
Phase diagram - input data
**************************
TC-Coupling is not performed
Input of the phase diagram of phase 0 and phase 1:
--------------------------------------------------
Linear phase diagram is used
Temperature of the cut = 933.470800000000 K
conc0( 0: 1: 1) = 0.00000E+00 [wt%]
conc0( 1: 0: 1) = 0.00000E+00 [wt%]
Slope mSlope( 1: 0: 1) = -5.75736E+01 K/wt%
Slope mSlope( 0: 1: 1) = -6.05282E+00 K/wt%
Redistribution characteristics of components:
1: normal normal
Initial concentrations
**********************
Concentrations will be automatically set, matrix phase: 0
Initial concentration of component 1 in phase 0 = 1.000000000 wt%
Parameters for latent heat and 1D temperature field
***************************************************
Simulation without release of latent heat
Boundary conditions
*******************
Initial temperature at the bottom: 880.0000 K
Temperature gradient at beginning: 0.0000 K/cm
Cooling rate: 0.0000 K/s
Simulation domain shifted in z-direction
minimal distance to the upper boundary MovingFrameDist = 44.25000 micrometer
Data shifted out from moving-frame system will not be stored
In W-direction isolation boundary condition for phase field
In E-direction isolation boundary condition for phase field
In B-direction isolation boundary condition for phase field
In T-direction isolation boundary condition for phase field
In W-direction isolation boundary condition for concentration field
In E-direction isolation boundary condition for concentration field
In B-direction isolation boundary condition for concentration field
In T-direction fixed boundary condition for concentration field
Fixed value for concentration field for component 1 in T-direction 1.00000 wt%
Unit-cell model symmetric with respect to the x/y diagonal plane not activated
Other numerical parameters
**************************
Phase minimum phMin = 1.00E-04
Interface thickness etaZ = 6.00000000000000
Beginning of initialisation
***************************
# Grain number 1 set
Equilibrium temperature T_Glgew = 927.4180 K
Phase 0, Component 0: 99.00000
Phase 0, Component 1: 1.000000
Phase 1, Component 0: 99.89487
Phase 1, Component 1:0.1051319
# tWidth_max( 0 : 1 ) = 1.4843750E-03 s
# Maximal value for tWidth = 1.4843750E-03 s for phase-field solver
# Maximal value for tWidth = 1.3370581E-05 s for conc-field solver
# Automatic time stepping (phase-field solver): decreased value for tWidth = 1.27021E-05 s
# Initial value for tWidth = 1.27021E-05 s for automatic time stepping (phase-field solver)
# Critical grain radius:
# of phase 1 in phase 0 = 0.87146 / dT_unt [micrometers]
Remaining license time: permanent
==================================================
Time t = 0.0000000 s
CPU-time: 0 s
Current phase-field solver time step = 1.27E-05 s
Average conc. of comp. 1 = 0.7852317 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Fraction of phase 0: 0.76000
Fraction of phase 1: 0.24000
**********************************************
* Beginning of simulation *
**********************************************
Intermediate output for t = 0.20000 s
CPU-time: 1 s
Current phase-field solver time step = 3.37E-05 s
Average conc. of comp. 1 = 1.4363195 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 381 layers
Velocity of the comoving frame = 0.4763E-01 cm/s
Intermediate output for t = 0.40000 s
CPU-time: 0 s
Current phase-field solver time step = 4.20E-05 s
Average conc. of comp. 1 = 1.6293124 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 638 layers
Velocity of the comoving frame = 0.3213E-01 cm/s
Intermediate output for t = 0.60000 s
CPU-time: 0 s
Current phase-field solver time step = 4.71E-05 s
Average conc. of comp. 1 = 1.7533244 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 856 layers
Velocity of the comoving frame = 0.2725E-01 cm/s
Intermediate output for t = 0.80000 s
CPU-time: 0 s
Current phase-field solver time step = 5.08E-05 s
Average conc. of comp. 1 = 1.8400487 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1053 layers
Velocity of the comoving frame = 0.2463E-01 cm/s
Intermediate output for t = 1.0000 s
CPU-time: 0 s
Current phase-field solver time step = 5.44E-05 s
Average conc. of comp. 1 = 1.9024757 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1238 layers
Velocity of the comoving frame = 0.2313E-01 cm/s
Intermediate output for t = 1.2000 s
CPU-time: 0 s
Current phase-field solver time step = 5.61E-05 s
Average conc. of comp. 1 = 1.9470394 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1414 layers
Velocity of the comoving frame = 0.2200E-01 cm/s
Intermediate output for t = 1.4000 s
CPU-time: 0 s
Current phase-field solver time step = 5.83E-05 s
Average conc. of comp. 1 = 1.9792926 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1585 layers
Velocity of the comoving frame = 0.2138E-01 cm/s
Intermediate output for t = 1.6000 s
CPU-time: 0 s
Current phase-field solver time step = 5.90E-05 s
Average conc. of comp. 1 = 2.0019329 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1751 layers
Velocity of the comoving frame = 0.2075E-01 cm/s
Intermediate output for t = 1.8000 s
CPU-time: 0 s
Current phase-field solver time step = 5.96E-05 s
Average conc. of comp. 1 = 2.0183067 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 1915 layers
Velocity of the comoving frame = 0.2050E-01 cm/s
Intermediate output for t = 2.0000 s
CPU-time: 0 s
Current phase-field solver time step = 6.14E-05 s
Average conc. of comp. 1 = 2.0299666 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2077 layers
Velocity of the comoving frame = 0.2025E-01 cm/s
Intermediate output for t = 2.2000 s
CPU-time: 0 s
Current phase-field solver time step = 5.99E-05 s
Average conc. of comp. 1 = 2.0379020 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2237 layers
Velocity of the comoving frame = 0.2000E-01 cm/s
Intermediate output for t = 2.4000 s
CPU-time: 0 s
Current phase-field solver time step = 6.11E-05 s
Average conc. of comp. 1 = 2.0438705 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2397 layers
Velocity of the comoving frame = 0.2000E-01 cm/s
Intermediate output for t = 2.6000 s
CPU-time: 0 s
Current phase-field solver time step = 6.12E-05 s
Average conc. of comp. 1 = 2.0479973 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2556 layers
Velocity of the comoving frame = 0.1987E-01 cm/s
Intermediate output for t = 2.8000 s
CPU-time: 0 s
Current phase-field solver time step = 6.16E-05 s
Average conc. of comp. 1 = 2.0511572 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2715 layers
Velocity of the comoving frame = 0.1987E-01 cm/s
Intermediate output for t = 3.0000 s
CPU-time: 0 s
Current phase-field solver time step = 6.13E-05 s
Average conc. of comp. 1 = 2.0531212 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 2873 layers
Velocity of the comoving frame = 0.1975E-01 cm/s
Intermediate output for t = 3.2000 s
CPU-time: 0 s
Current phase-field solver time step = 6.17E-05 s
Average conc. of comp. 1 = 2.0545652 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 3031 layers
Velocity of the comoving frame = 0.1975E-01 cm/s
Intermediate output for t = 3.4000 s
CPU-time: 0 s
Current phase-field solver time step = 6.18E-05 s
Average conc. of comp. 1 = 2.0557051 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 3189 layers
Velocity of the comoving frame = 0.1975E-01 cm/s
Intermediate output for t = 3.6000 s
CPU-time: 0 s
Current phase-field solver time step = 6.06E-05 s
Average conc. of comp. 1 = 2.0560718 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 3346 layers
Velocity of the comoving frame = 0.1962E-01 cm/s
Intermediate output for t = 3.8000 s
CPU-time: 0 s
Current phase-field solver time step = 6.15E-05 s
Average conc. of comp. 1 = 2.0568188 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 3504 layers
Velocity of the comoving frame = 0.1975E-01 cm/s
Intermediate output for t = 4.0000 s
CPU-time: 0 s
Current phase-field solver time step = 6.25E-05 s
Average conc. of comp. 1 = 2.0573714 wt%
Temperature at the bottom = 880.00 K
Temperature gradient = 0.00000 K/cm
Simulation area shifted by 3662 layers
Velocity of the comoving frame = 0.1975E-01 cm/s
==================================================
Simulation run on machine n009
Remaining license time: permanent
CPU time in seconds: 16
Wall clock time in seconds: 355
End