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Message #27869
Re: [Question #702065]: How to set periodic boundary?
Question #702065 on Yade changed:
https://answers.launchpad.net/yade/+question/702065
Rahul R gave more information on the question:
>do not ask urgent questions on Saturday
I'm sorry
>Which examples?
https://gitlab.com/yade-dev/trunk/blob/master/doc/sphinx/tutorial/06-periodic-triaxial-test.py
>What is "the documentation"?
Yade documentation 3rd edition
>Please provide full error message.
This is the message: 'PeriTriaxController run on aperiodic simulation'
>Where / how did you get this understanding?
>From examples with tutorials in Yade documentation. I checked in the section in the documentation for periodic boundaries but I'm not quite sure how it is used. In most of the examples, it was seen that 'periodic= True' is used inside makeCloud class. This made me think that periodic boundaries can be set only when particles are generated. I'm new to Yade and programming, so it is a bit difficult for me to understand how all function work even if I read Yade documentation but now I understood how to do it.
>Please provide the code
# encoding: utf-8
# periodic triaxial test simulation
#
# The initial packing is either
#
# 1. random cloud with uniform distribution, or
# 2. cloud with specified granulometry (radii and percentages), or
# 3. cloud of clumps, i.e. rigid aggregates of several particles
#
# The triaxial consists of 2 stages:
#
# 1. isotropic compaction, until sigmaIso is reached in all directions;
# this stage is ended by calling compactionFinished()
# 2. constant-strain deformation along the z-axis, while maintaining
# constant stress (sigmaIso) laterally; this stage is ended by calling
# triaxFinished()
#
# Controlling of strain and stresses is performed via PeriTriaxController,
# of which parameters determine type of control and also stability
# condition (maxUnbalanced) so that the packing is considered stabilized
# and the stage is done.
#
from __future__ import print_function
sigmaIso = -1e5
#import matplotlib
#matplotlib.use('Agg')
# generate loose packing
from yade import pack, qt, plot, ymport
O.periodic = True
sp= ymport.textExt('spheres',format='x_y_z_r',shift= Vector3(0,0,0), scale=1.0, color=(0,1,1))
spheres = O.bodies.append(sp)
# setup periodic boundary, insert the packing
O.engines = [
ForceResetter(),
InsertionSortCollider([Bo1_Sphere_Aabb()]),
InteractionLoop([Ig2_Sphere_Sphere_ScGeom()], [Ip2_FrictMat_FrictMat_FrictPhys()], [Law2_ScGeom_FrictPhys_CundallStrack()]),
PeriTriaxController(
label='triax',
# specify target values and whether they are strains or stresses
goal=(sigmaIso, sigmaIso, sigmaIso),
stressMask=7,
# type of servo-control
dynCell=True,
maxStrainRate=(10, 10, 10),
# wait until the unbalanced force goes below this value
maxUnbalanced=.1,
relStressTol=1e-3,
# call this function when goal is reached and the packing is stable
doneHook='compactionFinished()'
),
NewtonIntegrator(damping=.2),
PyRunner(command='addPlotData()', iterPeriod=100),
]
O.dt = .5 * PWaveTimeStep()
def addPlotData():
plot.addData(
unbalanced=unbalancedForce(),
i=O.iter,
sxx=triax.stress[0],
syy=triax.stress[1],
szz=-(triax.stress[2]),
exx=triax.strain[0],
eyy=triax.strain[1],
ezz=-(triax.strain[2]),
# save all available energy data
Etot=O.energy.total(),
**O.energy
)
# enable energy tracking in the code
O.trackEnergy = True
# define what to plot
plot.plots = {
'ezz ': ('szz')
}
# show the plot
plot.plot()
def compactionFinished():
# set the current cell configuration to be the reference one
O.cell.trsf = Matrix3.Identity
# change control type: keep constant confinement in x,y, 20% compression in z
triax.goal = (sigmaIso, sigmaIso, -.2)
triax.stressMask = 3
# allow faster deformation along x,y to better maintain stresses
triax.maxStrainRate = (1., 1., .1)
# next time, call triaxFinished instead of compactionFinished
triax.doneHook = 'triaxFinished()'
# do not wait for stabilization before calling triaxFinished
triax.maxUnbalanced = 10
def triaxFinished():
print('Finished')
O.pause()
As I stated before, when I set periodic boundaries, all the particles are found to club together to form a clump. This is what the pack looks like when viewed in GUI: https://drive.google.com/file/d/1-7sihNlKJvkZ4RKy3KQODS1sxVyyJc69/view?usp=sharing
Here is the link to the sphere coordinates: https://drive.google.com/file/d/1tKnyZn9BcJasU523Jny9os6Gp3EMw1Ms/view?usp=sharing
Cheers,
Rahul
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