Linear Buckling Using Ideas

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  • Linear BucklingI-DEAS Tutorials: Simulation Projects

    This tutorial shows how to compute linear buckling loadfactors. Youll analyze a part from an automobile jack forbuckling.

    Learn how to:

    perform a buckling analysis display buckling results

  • 2Before you begin...

    Prerequisite tutorials:

    Getting Started (I-DEAS Multimedia Training)or

    Introducing the I-DEAS InterfaceQuick Tips to Using I-DEASandCreating Parts

    Extruding and Revolving Features Introduction to Simulation Free Meshing Boundary Condition Sets Boundary Condition Surface Loads Boundary Condition Symmetry Displaying Results

    Recommended tutorials:

    Parameter Studies

  • 3Setup 1 of 5

    If you didnt start I-DEAS with a new (empty) model file,open a new one now and give it a unique name.

    FileOpen

    Open Model File form

    Model File name: any unique name OK

    Make sure youre in the following application and task: Simulation Master Modeler

    Set your units to mm. Options

    Units

    mm (milli newton)

  • 4Setup 2 of 5

    What: Create a part to the dimensions shown.Hint

    1

    2

    .

  • 5Setup 3 of 5

    Save your model file. File

    SaveWarning! If you are prompted by I-DEAS to save your model file,respond:

    NoSave only when the tutorial instructions tell you tonotwhen I-DEAS prompts for a save.Why:If you make a mistake at any time between saves andcant recover, you can reopen your model file to the lastsave and start over from that point.Hint To reopen your model file to the previous save, pressControl-Z.

  • 6Setup 4 of 5

    What: Delete three part faces to create an open channelsection.Hint

    Why:Thin-shell elements will be meshed on theremaining faces. Deleting the three faces makes themeshing process easier. The face delete operations arerecorded in the part history if you need to modify the partlater.

  • 7Setup 5 of 5

    What: Name the part.Hint

    XXX

    Name: Auto Jack

    What: Create an FE model.Hint

    Boundary Conditions

    Geometry Based Analysis Only

    Recovery Point

    FileSave

  • 8Introduction

    As the car jack is loaded, this part will be incompression.This analysis will predict the possibility that the part mayfail due to buckling.

  • 1 2

    9

    Perform a buckling analysis 1 of 6

    What: Restrain the edges shown.How:

    1

    2 shift-pick

    X Translation: constant Y Translation: constant Z Translation: constant (all rotations: free) OK

    Continued on next page...

  • 10

    Perform a buckling analysis 2 of 6

    3

    4 shift-pick

    3

    4

    X Translation: constant all other rotations/translations: free) OK

    Why:Restraints used here are a simplification for thisanalysis. The X restraint at edges 3 and 4 simulates abolt and a bushing in the hole.

  • 11

    Perform a buckling analysis 3 of 6

    What: Apply edge forces.Hint

    F

    1

    2 shift-pick

    Total Force In Plane Force: 4.3E6

    1 2

    Why:The load in the member is calculated as:

    600 Kg x 9.8 / sin(20) / 2 = 8600 NApplied load per edge = 8600 N / 2 = 4.3E6 mN

    600Kg

  • 12

    Perform a buckling analysis 4 of 6

    What: Create a boundary condition set containing therestraints and loads.Hint

    Linear Buckling Restraint Set

    Load Set 1 OK

    What: Create a thin shell physical property.Hint

    Meshingt

    Thicknesses: 1.2

  • 13

    Perform a buckling analysis 5 of 6

    What: Mesh the surfaces.Hint

    All

    Element Length: 3 Free Options...Curvature Based Length None

    Why:Curvature Based refinement is set to None to limitthe number of elements used on the curved surfaces.

    OK

    Modify Mesh Preview form

    Keep MeshRecovery Point

    FileSave

  • 14

    Perform a buckling analysis 6 of 6

    What: Solve the model using linear buckling analysis.Hint

    Model Solution

    Create...

    Type of Solution: Linear Buckling Options...

    Solution Control...

    OK OK Output Selection... OK or Dismiss (all forms)

    Things to notice The default is to compute the first three buckling shapes,and to store only the shape.

  • 15

    Display buckling results 1 of 2

    What: Display the buckling shapes.Hint

    Create Display form

    OK

    XY

    Z

    Things to notice The buckling load factor is listed in the header of theplot. A value of 2.5 means that the structure wouldbuckle if the applied load was multiplied by (2.5).

  • 16

    Display buckling results 2 of 2

    What: Display the other buckling shapes.Hint

    Close (Visualizer)Things to notice Buckling shapes are similar to dynamic mode shapes.This is the shape the structure would begin to buckle.Because this is a linear analysis, nothing can be statedabout what happens after the structure begins to buckle.Recovery Point

    FileSave

  • 17

    On your own... 1 of 6

    Buckling load factors may be sensitive to thickness orpart dimensions which may vary due to manufacturingtolerances. Performing a parameter study is an effectiveway to examine buckling sensitivity to designparameters.

    If you havent completed the tutorial ParameterStudies, you may want to review it before tryingthe following steps.

    What: Perform a parameter study to show how thebuckling factors change as the thickness is decreased.Hint

    Optimization

    Create... Parameter Study

  • 18

    On your own... 2 of 6

    Create... Type of Solution: Linear Buckling

    Number of Positive Steps: 0

    Create... Design Parameter Type: Physical Original Value: 1.2 Step Size: 0.2 Select Geometry

    All

    Surface

    OK Dismiss

  • 19

    On your own... 3 of 6

    0.72

    2.9

    1.0

    1.5

    2.0

    2.5

    0.80 1.2 0.90 1.0 1.1

    Things to notice The Y axis is the buckling load factor for values ofthickness on the X axis. A relatively small decrease inthickness can cause the buckling load factor to dropbelow 1. This may be a factor in defining the allowabletolerance on the sheet metal thickness.

  • 20

    On your own... 4 of 6

    What: Perform a second parameter study to show howthe buckling factor changes as the vertical dimension isvaried in either direction.Hint

    Total Number of Steps: 5

    Create... Design Parameter Type: Geometry Select Dimension

    Show Dimensions1

    1

    Step Size: 5.0

  • 21

    On your own... 5 of 6

    Things to notice Buckling load factors decrease as the height isincreased from its initial value because theres lessstiffening effect from the bend. Also, the way the problemis modeled, the center of the load moves down as theside wall dimension increases.

    0.97

    4.3

    2.0

    3.0

    4.0

    10.0 30.0 15.0 20.0 25.0

    Things to notice When the dimension is decreased below a certain point,the lowest buckling load factor suddenly decreases. Thisis because the lowest buckling mode is then a differentshape, as shown on the next page.

  • 22

    On your own... 6 of 6

    Things to notice Buckling is not always very intuitive. Performing aparameter study may uncover surprising results.

  • 23

    Tutorial wrap-up

    You have completed the Linear Buckling tutorial.You can delete or put away the FE model and the part.This part is not used in any other tutorials.Hint

    Whats next?Other tutorials introduce different element types andsolution methods.