Axisymmetric deformation in ANSYS

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Discussion Overview

The discussion revolves around a homework problem involving axisymmetric deformation of a cylindrical soft tissue sample in ANSYS. Participants explore the setup and execution of a finite element analysis (FEA) to determine the force required to compress the sample by a specified amount, while also considering verification methods for the results.

Discussion Character

  • Homework-related
  • Technical explanation
  • Exploratory

Main Points Raised

  • The initial setup in ANSYS included defining a cylindrical sample with specific dimensions and material properties, but the user encountered issues with the model not deforming as expected.
  • One participant suggested removing the symmetric constraint at the y-axis and adding a constraint at the bottom end of the cylinder to correct the deformation issue.
  • After implementing the suggested changes, the original poster reported that the model began to work correctly, with values appearing in the expected range.
  • The original poster inquired about methods to directly obtain the load required for the specified deformation, questioning whether it is better to calculate it from stress values.
  • Another participant recommended checking if the y-direction element force or reaction force at the nodes could be displayed or summed to find the total force on the cylinder.

Areas of Agreement / Disagreement

Participants generally agree on the need to adjust constraints in the ANSYS model to achieve correct deformation results. However, there is no consensus on the best method to determine the load required for the deformation, as different approaches are suggested.

Contextual Notes

The discussion highlights the importance of boundary conditions in finite element modeling and the potential for errors in initial setups. Specific assumptions about the material properties and modeling techniques are noted but not fully resolved.

Who May Find This Useful

This discussion may be useful for students and practitioners working with finite element analysis in ANSYS, particularly those dealing with axisymmetric problems in soft tissue mechanics.

atlamillia
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Homework Statement


A cylindrical sample of soft tissue, with diameter = 8 mm, height = 6 mm, is firmly
glued to two steel compression plates. Using axisymmetric
elements, find the force needed to compress the sample by 0.5 mm. For the purpose of
this problem you may assume that E = 1 kPa, ν = 0.45. If possible, verify your FE
solution using a back-of-the-envelope type calculation.

Homework Equations


This is a question about using ANSYS, so equations are not performed by hand.

The Attempt at a Solution


In the preprocessor, I add an element type, quad 4-node, change it to axisym.
I go to material properties, define a structural> linear> elastic> isotropic material with E = .001 (N/mm^2) and v = .45
I model a 4x6 area rectangle at 0,0.
I mesh it using meshing>mesh>areas>free, maybe refine it a little
In solution, I put a symmetric constraint on the side that intersects the y-axis.
I constrain the top and bottom from deforming by setting def x = 0
I apply a deformation of -0.5 to the top surface.
I solve...

The structure does not appear to deform at all!
The stress graph shows some extremely small (.1E-10) stresses. I know this is not correct.
 
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atlamillia: Try these changes. Remove the symmetric constraint at the side that intersects the y axis. At the bottom end of the cylinder, add a constraint def y = 0. Rerun. Let us know what happens.
 
Thanks! It seems to be working now, and the values appear to be in the correct range. Looks like those axisymmetric modeling tutorials came back to bite me, I'm glad I asked.

Not nearly as important, but do you know offhand if there is a way to get ANSYS to tell me directly what load I would have to apply to get this deformation, or is it best to calculate it from the stress (what I was planning on doing)?
 
atlamillia: Perhaps see if you can display, plot, or read the y-direction element force at each y = 0 node or element. If so, add them together to obtain the total y-direction force on the bottom end of the cylinder. Or perhaps see if you can display, plot, or read the y-direction reaction force at each y = 0 node constraint (?). Please let us know what you find.
 

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