basic question concerning the oedemeter test code
Hello,
I am testing the oedometer test program (see below) and I have a few basic questions of understanding:
1- "while 1:" (see *****1*****): what is exactly the condition "1" ?? what does this instruction mean ??
2- How do you control exactly the order of the different processes:
A-making the packing first by making the particles grow
B- then "oedemeter section, check bulk modulus
C- then starting oedemeter simulation
with O.run(200,1) (on last line) you are supposed to read all the script before the line 200 times so redo the
previous processes (A and B) ?? which you don't want.
Thank you for your enlightements,
Fr.
# -*- coding: utf-8 -*-
#******
# Copyright (C) 2010 by Bruno Chareyre *
# bruno.chareyre_
# *
# This program is free software; it is licensed under the terms of the *
# GNU General Public License v2 or later. See file LICENSE for details. *
#******
## Example script for using the DEM-PFV coupling introduced with E. Catalano, as reported in:
## * [Chareyre2012a] Chareyre, B., Cortis, A., Catalano, E., Barthélemy, E. (2012), Pore-scale modeling of viscous flow and induced forces in dense sphere packings. Transport in Porous Media (92), pages 473-493. DOI 10.1007/
## http://
## * [Catalano2014a] Catalano, E., Chareyre, B., Barthélémy, E. (2013), Pore-scale modeling of fluid-particles interaction and emerging poromechanical effects. International Journal for Numerical and Analytical Methods in Geomechanics. DOI 10.1002/nag.2198
## http://
## Also used in:
## * Tong et al.2012 (http://
## * Sari et al 2011 (http://
## The DEM-PFV is applied here to 1D consolidation (oedometer test). The example includes the determination of oedometer modulus Ee and permeability K.
## The 1D consolidation is simulated as a coupled problem and the analytical solution corresponding to the abovementionned Ee and K is used for comparison.
## See triax-tutorial/
## ______________ First section, similar to triax-tutorial/
from yade import pack
num_spheres=1000# number of spheres
young=1e6
compFricDegree = 3 # initial contact friction during the confining phase
finalFricDegree = 30 # contact friction during the deviatoric loading
mn,mx=Vector3(
O.materials.
O.materials.
walls=aabbWalls
wallIds=
sp=pack.
sp.makeCloud(
sp.toSimulation
triax=TriaxialS
maxMultiplier=
finalMaxMultip
thickness = 0,
stressMask = 7,
max_vel = 0.005,
internalCompac
)
newton=
O.engines=[
ForceResetter(),
InsertionSortC
InteractionLoop(
[Ig2_
[Ip2_
[Law2_
),
FlowEngine(
GlobalStiffnes
triax,
newton
]
triax.goal1=
while 1: (******1******)
O.run(1000, True)
unb=unbalance
if unb<0.001 and abs(-10000-
break
setContactFrict
## ______________ Oedometer section _________________
#A. Check bulk modulus of the dry material from load/unload cycles
triax.stressMask=2
triax.goal1=
triax.internalC
triax.wall_
#load
triax.goal2=-11000; O.run(2000,1)
#unload
triax.goal2=-10000; O.run(2000,1)
#load
triax.goal2=-11000; O.run(2000,1)
e22=triax.strain[1]
#unload
triax.goal2=-10000; O.run(2000,1)
e22=e22-
modulus = 1000./abs(e22)
#B. Activate flow engine and set boundary conditions in order to get permeability
flow.dead=0
flow.defToleran
flow.meshUpdate
flow.useSolver=3
flow.permeabili
flow.viscosity=10
flow.bndCondIsP
flow.bndCondVal
flow.boundaryUs
O.dt=0.1e-3
O.dynDt=False
O.run(1,1)
Qin = flow.getBoundar
Qout = flow.getBoundar
permeability = abs(Qin)/1.e-4 #size is one, we compute K=V/∇H
print "Qin=",Qin," Qout=",Qout," permeability=
#C. now the oedometer test, drained at the top, impermeable at the bottom plate
flow.bndCondIsP
flow.bndCondVal
flow.updateTria
newton.damping=0
#we want the theoretical value from Terzaghi's solution
#keep in mind that we are not in an homogeneous material and the small strain
#assumption is not verified => we don't expect perfect match
#there can be also an overshoot of pressure in the very beginning due to dynamic effects
Cv=permeability
zeroTime=O.time
zeroe22 = - triax.strain[1]
dryFraction=0.05 #the top layer is affected by drainage on a certain depth, we account for it here
drye22 = 1000/modulus*
wetHeight=
def consolidation(Tv): #see your soil mechanics handbook...
U=1
for k in range(50):
M=pi/2*(2*k+1)
U=U-2/
return U
triax.goal2=-11000
from yade import plot
## a function saving variables
def history():
plot.
#plot.
O.engines=
##make nice animations:
#O.engines=
from yade import plot
plot.plots=
plot.plot()
O.saveTmp()
O.timingEnabled=1
from yade import timing
print "starting oedometer simulation"
O.run(200,1)
timing.stats()
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