Ansys Tutorial 3

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CE 6131 Finite Element Lab , 3 rd Feb 2014, Plane Stress/ Plane Strain/ Axissymmetric elements Dr. Amirtham Rajagopal Elastic Modulus = 30 E6 psi , Thickness of plate =0.1 Analyze a square plate (edge length= 4in) with a hole at the center (radius = 1in) and four corner bolt holes (diameter =0.25 in). The plate is subjected to pressure load on the two opposite sides and is bolted through the bolt holes. Taking advantage of symmetry a one quadrant model is shown in the figure. The appropriate boundary conditions along symmetric sides are also shown in figure. Preprocessing: Defining the Problem 1. Give the Simplified Version a Title Utility Menu > File > Change Title> Plate Model 2. Set up the Graphics Area Workplane Workplane Settings> Grid and Triad > Snap Incr[0.125] Spacing [0.125] Minimum [-2] 2in 1.5in 1in X Y 10 Lb/in 10 Lb/in No x- displacement No y- displacement

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Transcript of Ansys Tutorial 3

Page 1: Ansys Tutorial 3

CE 6131 Finite Element Lab , 3rd Feb 2014, Plane Stress/ Plane Strain/ Axissymmetric elements

Dr. Amirtham Rajagopal

Elastic Modulus = 30 E6 psi , Thickness of plate =0.1

Analyze a square plate (edge length= 4in) with a hole at the center (radius = 1in) and four corner bolt

holes (diameter =0.25 in). The plate is subjected to pressure load on the two opposite sides and is

bolted through the bolt holes. Taking advantage of symmetry a one quadrant model is shown in the

figure. The appropriate boundary conditions along symmetric sides are also shown in figure.

Preprocessing: Defining the Problem

1. Give the Simplified Version a Title

Utility Menu > File > Change Title> Plate Model

2. Set up the Graphics Area

Workplane

Workplane Settings> Grid and Triad > Snap Incr[0.125]

Spacing [0.125]

Minimum [-2]

2in

1.5in

1in

X

Y 10 Lb/in 10 Lb/in

No x- displacement

No y- displacement

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Maximum [2]

OK

Work plane > Display Work plane

Plot Cntrls> View Settings> Magnification> DVAL > User Specified [1.5] >OK

Plot Cntrls> View Settings> Focus Point> XF > User Specified> XF, YF, ZF> [-1][1][0] >OK

3. ANSYS Main menu > Preference > Structural> h – method>OK

4. Begin the solid model by creating one 2x2 square

ANSYS Main Menu

Preprocessor> Modeling> Create> Areas> Rectangle > By Dimensions

RECTNG

[ X1, X2=(0,-2)]

[Y1, Y2=(0,2)]

OK

5. Create the large circle at the corner of the square

ANSYS Main Menu

Preprocessor>Modeling> Create>Areas> Circle> Solid Circle> [WPX =0,

WPY=0)]>[r=1]>OK

6. Create the bolt hole circle

ANSYS Main Menu

Preprocessor > Modeling >Create>Areas> Circle> Solid Circle> [WPX =-1.5,

WPY=1.5)]>[r=0.125]>OK

7. Substract the two circles from the main area to form the model

ANSYS Main Menu

Preprocessor>Modeling>Operate>Booleans>Substract>Areas>Pick on Sqaure area>

Large right circle> Small Left Circle>OK

8. ANSYS Utility Menu> Work Plane > Display Workplane

ANSYS Tool Bar> SAVE_DB

9. Define the element type ( Quad 4 node Plane 182)

Preprocessor>Element Type>Add/Edit/Delete> Add >Library of Element

types>Structural>Solid>Quad 4node Plane 182>OK

Options>Plane 182 element type Options> K3[Plane Str.w thk] OK> Close

Preprocessor>Real Constants> add>Real constants for plane 182> THK[0.1] > OK.

Preprocessor>Material Properties>Constant> Isotropic> OK

Isotropic Material Properties> EX [30E6] > OK.

10. Specify an Element Size and Mesh the solid Model

ANSYS Main Menu

Preprocessor> Meshing Shape and Size> Lines >Picked lines > Box

Create a box that contains the small circle

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OK> NDIV[2]> OK ( divide every 90 degree arc in to 2 segements)

Preprocessor > Meshing – Shape and Size > Manual Size . Global > Size Global Element

size> SIZE [0.1] OK.

Preprocessor> Meshing > Mesh > Areas > Free > Pick ALL > OK.

ANSYS Utility Menu> Plot>Elements

ANSYS Tool Bar > Save_DB

11. Apply displacement constraints around the small hole and symmetry boundary conditions

ANSYS utility Menu

Plot controls> Numbering > plot numbering controls> KP> ON> OK.

Plot Lines>

ANSYS Main Menu

Preprocessor> Loads- Loads Apply> Structural > Displacement> on Keypoints> Select the

Four Keypoints around the small hole.

Apply U, ROT, and KPs > Lab 2 [All DOF]KEXPND> Yes>OK

Preprocessor>Loads> Loads- Apply> structural – Displacements> Symmetry BCs > On

lines> Select the bottom line of the model> OK.

Preprocessor > Loads > Loads- Apply> structural – Displacements> Symmetry BCS > On

Lines > The right vertical line of the model.> OK.

Preprocessor > Loads > Loads- Apply> structural- Pressure> On lines> The left vertical

line where the pressure is applied.

Apply PRES on lines > VAL1 [-10] > OK.

12. Confirm the applied loads by obtaining the listings and displaying load symbols; then save the

data base.

ANSYS Utility Menu

List>Loads> DOF Constraints>on All Keypoints

File> close

List> Loads> Surface Loads>On All Lines

File > Close

Plot Cntrls> Symbols > [/PBC] > All Applied BCS > OK

ANSYS Tool bar > Save _ DB.

13. Initiate the Solution

ANSYS Main Menu > Solution > Solve> Current LS> OK

14. Reviewing the results using the General Post Processor

ANSYS Main Menu

General Post Processor> Plot Results > Deformed Shape > KUND> def + Undef> OK

Plot Results > Contour Plot > Nodal Solution > Contour Nodal Solution Data > Stress > Von

Misses Equiv > OK.

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Example 2. Analyse the plate shown in Figure using 4 noded Plane 182 Elements.

E= 210Gpa, Niu=0.2, Edge DE Pressure = 1000KN/mm , EDGE ABC is completely restrained because of

the Bolt in the hole of radius 25mm. Use plane stress case.

Determine the maximum displacement, maximum stresses . Plot the distribution of stresses along a line

passing through AC that cuts the plate in to two parts.

Example 3.

Using plane strain elements analyse the stress distribution on the walls of a cylindrical pipe subjected to

internal pressure of 500 Mpa. Pipe E = 210 Gpa. Internal diameter = 50mm External Diameter =150mm.

Example 4. Solve example 3 using Axis Symmetric elements and compare the results with those

obtained from 3

50mm

50mm

250mm

120mm

25mm 25mm

100mm

15mm radius

25mm

25mm

35mm

25mm radius

45mm

125mm A

C

B

D

E