Check these first: Is the system responding as expected ?
Consider animation to visualize the response of the model:
In ANSYS: PlotCtrls > Animate > Deformed Shape
Or > Deformed ResultsAlso, you can contour plot ("fringe" plot) the displacement magnitude
In ANSYS: plot results of nodal solution, DOF solution, USUMAre the displacements too high ? Too low ? Consistent with the linear assumption ?
Fringe Quality (p. 330) means smoothness of contours.
Jagged or discontinuous contours usually means a problem, which may be a poor mesh, bad elements, or even a solution convergence problem.
In ANSYS, we also have error measures, SEPC and SERR.
In p-elements, it may just be a plotting grid issue (artificial, graphics)
If the whole model comes out one color - you probably have a fictitious high stress spot - or a failed solution.
Centroidal vs. Nodal (Corner) Stress (p.332)
Stresses are actually computed at "integration points" inside the element. Then, they are extrapolated to the nodes.
Nodal stresses are averaged at the boundaries between elements.
Element stress quantities are not averaged ("smoothed") at the element boundaries.
"... cut away components or regions of interest for separate inspection," i.e., SELECTING
"Pregrouping" = (in ANSYS) creating named components of geometry. From SELECT > Comp/Assembly, you assign names to groups of nodes, elements, keypoints, lines, areas, OR volumes.
Arbitrary cuts (to see stress inside a 3D solid): Section Plots
- in ANSYS: PlotCtrls > Style > Hidden Line Options
- you can pick: Section, Capped, or Q-Sliced plots
Displacements (UX, UY, UZ) can be displayed in any RSYS
Rotations (ROTX, ROTY, ROTZ)
Velocity/Acceleration - in dynamics problems
Strain (max/mid/min = 1st, 2nd, 3rd principals) (p. 335)
- Normal (ex, ey, ez) and Shear (gxy, gyz, gxz)
- Shell membrane = at the mid-plane
- Shell transverse shear = through the elements thickness
- Strain Energy: related to vonMises stress, used for SEPC
Stress (max/mid/min = 1st, 2nd, 3rd principals) (p. 336)
Normal (sx, sy, sz) and Shear (txy, tyz, txz)
Max. Normal Stress Failure Theory uses principal stress (brittle)
Max. Distortion Energy Theory uses vonMises stress (ductile).
vonMises stress is always positive (doesnt show the difference between tensile and compressive stresses)Reaction Forces and Moments (at each model constraint) (p. 338)
"one-dimensional geometry of a line element makes it impossible to display a complete state of strain or stress all at once"
(Not true of ANSYS BEAM188 and BEAM189)
For other beams, look at individual stress quantities (ETABLE)
Choice of recovery points along a beam is an element option.
Forces and moments can be used to make shear and bending moment diagrams (PLLS)
"shells lack a full geometric representation"
Results location: TOP/MID/BOTTOM (ANSYS: Options for Output)
- OR - with ANSYS PowerGraphics ON