
A light-service, cargo crane is shown above. You have been asked to determine the static deflections of the crane when it carries a load of 10 kN(you could set is as a list of Parameter variable).You should also identify the critical members and joints in the structure: i.e, those with the highest stresses and loads.Because this is a static analysis you will analyze the cargo crane using Abaqus/ Standard .
#
# Getting Started with Abaqus: Interactive Edition
#
# Script for static crane example
#
def GetBlockPosition(modelName, blockPrefix):
if blockPrefix == '':
return len(mdb.models[modelName].keywordBlock.sieBlocks)-1
pos = 0
for block in mdb.models[modelName].keywordBlock.sieBlocks:
if block[0:len(blockPrefix)].lower()==blockPrefix.lower():
return pos
pos=pos+1
return -1
from abaqus import *
from abaqusConstants import *
session.viewports['Viewport: 1'].makeCurrent()
session.viewports['Viewport: 1'].maximize()
from caeModules import *
from driverUtils import executeOnCaeStartup
executeOnCaeStartup()
Mdb()
session.viewports['Viewport: 1'].setValues(displayedObject=None)
##
## Sketch profile of truss
##
p = mdb.models['Model-1'].Part(name='Truss', dimensionality=THREE_D,
type=DEFORMABLE_BODY)
p.ReferencePoint(point=(0.0, 0.0, 0.0))
p = mdb.models['Model-1'].parts['Truss']
session.viewports['Viewport: 1'].setValues(displayedObject=p)
d, r = p.datums, p.referencePoints
p.DatumPointByOffset(point=r[1], vector=(0.0, 1.0, 0.0))
p.DatumPointByOffset(point=r[1], vector=(8.0, 1.5, 0.9))
p.DatumPlaneByThreePoints(point1=r[1], point2=d[3], point3=d[2])
p.DatumAxisByPrincipalAxis(principalAxis=YAXIS)
session.viewports['Viewport: 1'].view.fitView()
t = p.MakeSketchTransform(sketchPlane=d[4], sketchUpEdge=d[5],
sketchPlaneSide=SIDE1, sketchOrientation=LEFT, origin=(0.0, 0.0, 0.0))
s = mdb.models['Model-1'].ConstrainedSketch(name='__profile__',
sheetSize=683.38, gridSpacing=17.08, transform=t)
g, v, d1, c = s.geometry, s.vertices, s.dimensions, s.constraints
s.setPrimaryObject(option=SUPERIMPOSE)
p = mdb.models['Model-1'].parts['Truss']
p.projectReferencesOntoSketch(sketch=s, filter=COPLANAR_EDGES)
session.viewports['Viewport: 1'].view.setValues(nearPlane=648.075,
farPlane=719.271, width=13.6266, height=9.28111, cameraPosition=(-71.5628,
0.978423, 679.645), cameraTarget=(4.83613, 0.978423, 0.544065))
s.Line(point1=(0.0, 0.0), point2=(8.05046582503149, 1.5))
s.CoincidentConstraint(entity1=v.findAt((0.0, 0.0)), entity2=g.findAt((0.0,
0.5)))
s.Line(point1=(8.05046582503149, 1.5), point2=(0.0, 1.0))
s.Line(point1=(0.0, 1.0), point2=(1.59409310185916, 0.297018794285658))
s.CoincidentConstraint(entity1=v.findAt((1.594093, 0.297019)),
entity2=g.findAt((4.025233, 0.75)))
s.Line(point1=(1.59409310185916, 0.297018794285658),
point2=(2.30592731982451, 1.14321701190598))
s.CoincidentConstraint(entity1=v.findAt((2.305927, 1.143217)),
entity2=g.findAt((4.025233, 1.25)))
s.Line(point1=(2.30592731982451, 1.14321701190598),
point2=(3.26033977276254, 0.607481575033539))
s.CoincidentConstraint(entity1=v.findAt((3.26034, 0.607482)),
entity2=g.findAt((4.025233, 0.75)))
s.Line(point1=(3.26033977276254, 0.607481575033539),
point2=(4.16525059699136, 1.25869624736747))
s.CoincidentConstraint(entity1=v.findAt((4.165251, 1.258696)),
entity2=g.findAt((4.025233, 1.25)))
s.Line(point1=(4.16525059699136, 1.25869624736747),
point2=(4.95150583156061, 0.922587451305882))
s.CoincidentConstraint(entity1=v.findAt((4.951506, 0.922587)),
entity2=g.findAt((4.025233, 0.75)))
s.breakCurve(curve1=g.findAt((4.025233, 0.75)),
point1=(0.733189206279801, 0.182644009590149),
curve2=g.findAt((1.95001, 0.720118)),
point2=(1.62787567272877, 0.433001518249512))
s.breakCurve(curve1=g.findAt((4.822279, 0.898509)),
point1=(2.34362044857835, 0.415118813514709),
curve2=g.findAt((2.783134, 0.875349)),
point2=(3.22040910681461, 0.701241612434387))
s.breakCurve(curve1=g.findAt((5.655403, 1.053741)),
point1=(4.04351950354929, 0.772772312164307),
curve2=g.findAt((4.558378, 1.090642)),
point2=(5.02767302451382, 0.95159912109375))
s.breakCurve(curve1=g.findAt((4.025233, 1.25)),
point1=(1.55629884485765, 1.09466052055359),
curve2=g.findAt((1.95001, 0.720118)),
point2=(2.32572264036564, 1.02312982082367))
s.breakCurve(curve1=g.findAt((5.178197, 1.321609)),
point1=(3.79300780849022, 1.23772192001343),
curve2=g.findAt((3.712795, 0.933089)),
point2=(4.168774592922, 1.18407392501831))
s.VerticalDimension(vertex1=v.findAt((0.0, 1.0)),
vertex2=v.findAt((0.0, 0.0)),
textPoint=(-0.304643334343144, 0.0216999053955078), value=1.0)
s.HorizontalDimension(vertex1=v.findAt((0.0, 0.0)),
vertex2=v.findAt((8.050466, 1.5)),
textPoint=(6.26233672422377, -0.443249702453613), value=8.05046582503149)
s.ParallelConstraint(entity1=g.findAt((1.152964, 1.071609)), entity2=g.findAt((
3.235589, 1.200957)))
s.ParallelConstraint(entity1=g.findAt((3.235589, 1.200957)), entity2=g.findAt((
6.107858, 1.379348)))
s.ParallelConstraint(entity1=g.findAt((0.797047, 0.148509)), entity2=g.findAt((
2.427216, 0.45225)))
s.ParallelConstraint(entity1=g.findAt((2.427216, 0.45225)), entity2=g.findAt((
4.105923, 0.765035)))
s.ParallelConstraint(entity1=g.findAt((4.105923, 0.765035)), entity2=g.findAt((
6.500986, 1.211294)))
s.EqualLengthConstraint(entity1=g.findAt((0.797047, 0.148509)),
entity2=g.findAt((2.427216, 0.45225)))
s.EqualLengthConstraint(entity1=g.findAt((2.39114, 0.445528)),
entity2=g.findAt((4.033769, 0.751591)))
s.EqualLengthConstraint(entity1=g.findAt((3.985233, 0.742547)),
entity2=g.findAt((6.416373, 1.195528)))
s.EqualLengthConstraint(entity1=g.findAt((1.152964, 1.071609)),
entity2=g.findAt((3.235589, 1.200957)))
s.EqualLengthConstraint(entity1=g.findAt((3.458891, 1.214826)),
entity2=g.findAt((6.33116, 1.393217)))
mdb.models['Model-1'].ConstrainedSketch(name='Truss', objectToCopy=s)
p = mdb.models['Model-1'].parts['Truss']
d = p.datums
p.Wire(sketchPlane=d[4], sketchUpEdge=d[5], sketchPlaneSide=SIDE1,
sketchOrientation=LEFT, sketch=s)
s.unsetPrimaryObject()
del mdb.models['Model-1'].sketches['__profile__']
session.viewports['Viewport: 1'].view.fitView()
p = mdb.models['Model-1'].parts['Truss']
d, r = p.datums, p.referencePoints
p.DatumPointByOffset(point=d[2], vector=(0.0, 0.0, 2.0))
p.DatumPointByOffset(point=r[1], vector=(0.0, 0.0, 2.0))
p.DatumPointByOffset(point=d[3], vector=(0.0, 0.0, 0.2))
p.DatumPlaneByThreePoints(point1=d[8], point2=d[9], point3=d[7])
t = p.MakeSketchTransform(sketchPlane=d[10], sketchUpEdge=d[5],
sketchPlaneSide=SIDE1, sketchOrientation=LEFT, origin=(4.122203, 0.75,
1.536252))
s = mdb.models
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