** : symmetric transfer from base problem: pca6shrev1
*heading
 FEATURE TESTED : *SYMMETRIC MODEL GENERATION
 **               *SYMMETRIC RESULTS TRANSFER
 ELEMENT TESTED : CAX6H ---> C3D15H
 This verification shows spurious stresses (due to the incompressible
 nature of the problem) in the 3d analysis, but not in
 the axisymmetric analysis. In other words, the 2d solution differs 
 from the 3d solution, so results transfer is not very meaningful.  
 These spurious stresses are present with, or without results transfer.
**
*symmetric model generation,revolve,tol=0.001
0.,0.,0.,0.,1,0,
1,0,0
360,16, 1.
*nset, nset=part, gen
1,24
*nset, nset=part, gen
6001, 6024
*elset, elset=part,gen
1,6
*elset, elset=part, gen
37,42
*symmetric results transfer,step=1,inc=1
*transform, nset=nall, type=c
0.,0.,0.,0.,1.,0.
*rest,w
*step,nlgeom
*static
1.0,1.0
*boundary
n1,1,1
n1,3,3
n13,1,1
n13,3,3
n4,1,1
n4,3,3
n11,3,3
n2,3,3
n12,3,3
n3,3,3
n7,1,1
n20,1,1
n9,1,1
nhoop,2,2
rig,1,1
rig,4,6
rig,3,3,-0.1
*nodeprint, f=1
u, 
rf, 
*el print, f=1
s, 
e, 
mises, 
*contact print
*output, field, freq=1
*node output, nset=part
u, 
rf, 
*element output, elset=part
s, 
e, 
*contact output, var=preselect
*endstep