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Mechanical APDL Basic Analysis Guide - Ansys

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Chapter 1: Getting Started with ANSYS<br />

Note that if you needed to change any of the other material properties, you would double-click on<br />

Linear Isotropic in the previous step. This would cause the dialog box associated with linear isotropic<br />

properties to appear. You could then edit those properties.<br />

Consider another case where you have the requirement for two material models, where the second model<br />

is the same as the first except that it needs to include constants for one more temperature. To perform this<br />

task:<br />

1. In the Define Material Model Behavior dialog box, click on the following menu path: Edit> Copy,<br />

then choose 1 for from Material number, and enter 2 for to Material number. Click on OK. The<br />

Material Models Defined window now includes Material Model Number 2 in its list. If you doubleclick<br />

on Material Model Number 2, the identical material properties appear below Material Model<br />

Number 2 as those listed for Material Model Number 1.<br />

2. Double-click on Nonlinear Isotropic under Material Model Number 2. The associated dialog box<br />

appears.<br />

3. Move the text cursor to the Temperature row in the column furthest to the right, and click on the<br />

Add Temperature button. A T3 column appears.<br />

4. In the new column, enter the new temperature and the four constants associated with this temperature.<br />

5. Click on OK. The dialog box closes. If you double-click on Nonlinear Isotropic under Material Model<br />

Number 2, the associated dialog box appears and reflects the new temperature data that you added<br />

for Material Model Number 2.<br />

1.1.4.4.7. Example: Defining a Material Model Combination<br />

This example is intended to show you how to define a material based on a combination of two material<br />

models. It steps you through a procedure that uses the material model interface to define a material for<br />

simulating cyclic softening at one temperature. This is accomplished by using the Nonlinear Isotropic model<br />

combined with the Chaboche model.<br />

If you performed either of the previous examples in this section, start a new ANSYS session before beginning<br />

the following example.<br />

1. From the ANSYS Main Menu, click on the following menu path: Preprocessor> Material Props> Material<br />

Models. The Define Material Model Behavior dialog box appears.<br />

2. In the Material Models Available window, double-click on the following options: Structural, Linear,<br />

Elastic, Isotropic. A dialog box appears.<br />

3. Enter values for material properties, as required (EX for elastic modulus, and PRXY for Poisson's ratio).<br />

Click on OK. Material Model Number 1 and Linear Isotropic appear in the Material Models Defined<br />

window.<br />

4. In the Material Models Available window, double-click on the following options: Nonlinear, Inelastic,<br />

Rate Independent, Combined Kinematic and Isotropic Hardening Plasticity, von Mises Plasticity.<br />

5. Double-click on Chaboche and Nonlinear Isotropic. A dialog box appears for defining the constants<br />

for the Chaboche model.<br />

6. Enter the first three constants associated with the Chaboche model (click on the Help button for information<br />

on these constants).<br />

7. The Chaboche model allows you to specify more constants. If you choose to specify more constants,<br />

click on the Add Row button, and enter the next constant.<br />

8. Repeat the previous step for all the remaining Chaboche constants that you want to define.<br />

14<br />

Release 13.0 - © SAS IP, Inc. All rights reserved. - Contains proprietary and confidential information<br />

of ANSYS, Inc. and its subsidiaries and affiliates.

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