2017
DOI: 10.1002/zamm.201600270
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Studying the effect of different parameters on stress resultant and moments distribution around non‐circular cutouts in unsymmetric laminates

Abstract: In this study, using complex potential approach, the stress analysis of unsymmetric laminates with non-circular cutouts is examined. In this study, using an appropriate mapping function the solution of perforated unsymmetric laminate with a circular cutout is extended to calculate stress distribution around non-circular cutouts and the effect of some parameters such as lay-up, cutout orientation and bluntness of cutouts on the stress resultants and moment resultants around them is studied. The results obtained… Show more

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Cited by 4 publications
(1 citation statement)
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“…S. Savadkoohi et al had used a mapping function for the solution of perforated nonsymmetrical laminate with a circular shape cutout. It had been spread to calculate stress distribution around non-circular cutouts and also the impact of some parameters like the bluntness of cutouts, cutout orientation, and lay-up on the moment resultants and stress resultants around them was studied [28]. M. Jafari et al have tried for the best values of effective parameters on the stress distribution around an elliptical, circular, and quasi-square cutout within the perforated orthotropic plate subjected to in-plane loadings with help of Lekhnitskii's complex variable approach and PSO (Particle swarm optimization) technique.…”
Section: Infinite Plate With a Holementioning
confidence: 99%
“…S. Savadkoohi et al had used a mapping function for the solution of perforated nonsymmetrical laminate with a circular shape cutout. It had been spread to calculate stress distribution around non-circular cutouts and also the impact of some parameters like the bluntness of cutouts, cutout orientation, and lay-up on the moment resultants and stress resultants around them was studied [28]. M. Jafari et al have tried for the best values of effective parameters on the stress distribution around an elliptical, circular, and quasi-square cutout within the perforated orthotropic plate subjected to in-plane loadings with help of Lekhnitskii's complex variable approach and PSO (Particle swarm optimization) technique.…”
Section: Infinite Plate With a Holementioning
confidence: 99%