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Predictions of ABD matrices and 3D effective properties of composite laminates

Predictions of ABD matrice or 3D effective properties of composite laminates.

Let the material properties a lamina (AS4 3501-6) be: : E11=126 GPA, E22=11 GPA, v12=0.28, v23=0.4, G12=6.6GPa, G23=3.928GPa.
“Soden, P. D., Hinton M. J. and Kaddour, A. S., Lamina properties, lay-up configurations and loading conditions for a range of fibre reinforced composite laminates. Compos. Sci. Technol., 1998, 58(7), 1011”

Laminate lay-up: [0/90/±45]2s
Thickness = 0.25mm.

The youtube video of this problem can be obtained
https://www.youtube.com/watch?v=zz-F_Zmt6kY

1. Steps to obtain the ABD matrix for composite laminates using SwiftComp-Abaqus GUI


Step 1: a. Input material properties as elastic and engineering constants.

problem-1A.jpg


Step 2: a. Select Suitable SG – for this problem click on 1D SG and the laminate generating wizard pops up as “1D Structure Genome” (see below)

problem-1B.jpg


Step 3: Generate laminate
a. Click on fast Generate to generate composite laminate
b. Add the layup information
c. Add thickness of each laminate
d. Select material type
e. Click OK to generate the laminate
f. See generated laminate below
problem-1C.JPG
problem-1D.JPG


Step 4: Perform Homogenization-ABD Matrix
a. Click on Homogenization
problem-1E.JPG
b. Homogenization Wizard shows up( see below)
c. Select the macroscopic model
d. Select the specific model for laminate analysis, let classical model is selected
e. Select analysis type
f. Click on OK to perform homogenization
g. The predicted effective properties are shown below
problem-1I.JPG
problem-1F.JPG problem-1G.JPG

2. Steps to obtain the 3D effective properties for composite laminates using SwiftComp-Abaqus GUI
This is similar to the ABD matrix except at the homogenization step, i.e., from steps 1 to step 3, it is the same.

a. Click on Homogenization
problem-1E.JPG
b. Homogenization Wizard shows up ( see below)
c. Select 3D (solid) Model
d. Select analysis type, elastic
e. Click on OK to start homogenization
f. See the predicted 3D effective properties
problem-1H.JPG


Users can also use youtube video for this problem

https://www.youtube.com/watch?v=zz-F_Zmt6kY

Created on , Last modified on