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By Edited by Arshad Munir Zaffar M. Khan

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For the case of our analysis, both numeric and parametric values to define coordinates of 24 key points should be determined. The sample values for three key points (indicated in Fig. 4) are shown in Table 2. In this paper, Central profile has been adopted. 6 for first three models of beam having one and ten rigid regions. Table 2. 6 in published literature [8] and [9]. Mesh sensitivity analysis using Shell 99 Mesh sensitivity analysis was essential, in order to save computational time without affecting the solution.

N. Bersee, and A. Beukers, Measurement of (post-)curing strain development with fibre Bragg gratings. Polymer Testing, 29(3) (2010) 291-301. M. Subodh, and W. Ee Hua, Observations of Gelation and Vitrification of a Thermosetting Resin during the Evolution of Polymerization Shrinkage. Macromolecular Rapid Communications, 26(18) (2005) 1483-1487. J. L. Chou, Chemical shrinkage and diffusion-controlled reaction of an epoxy molding compound. European Polymer Journal, 36 (2000) 2213-2219. K. Partridge, and A.

Khan 35 Fig. 10: Axial warping along beam with 10 Fig. 11: Axial warping along beam with 70 rigid regions, accurate interlaminar shear rigid regions [8] stress with 110 elements Conclusion Objective of this paper is to perform the warping analysis of composite multicell beam using ANSYS software for different number of inside diaphragms or rigid regions and various conditions of mesh refinement. The parametric model has been developed in order to ensure easy and quick reproduction of results at various input parameters using APDL.

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