ارائه‌ی مدل ریاضی جدید بر پایه‌ی روش رگرسیونی جهت تخمین تمرکز تنش اطراف بریدگی بیضی شکل در صفحات کامپوزیتی تحت بار کششی

[1]  Muskhelishvili,  Some  basic  problems  of  the mathematical theory of elasticity, Second edition, Noordhooff, (1962).

[2] G.N. Savin, Stress concentration around holes, Pergamon Press, (1961).

[3] A. Stroh, Dislocations and cracks in anisotropic elasticity, Philosophical magazine, 3(30) (1958) 625- 646.

[4]  S.G. Lekhnitskii, Anisotropic plates, Foreign Technology Div Wright-Patterson Afb Oh, (1968).

[5]  G.M. Gladwell, Contact problems in the classical theory of elasticity, Springer Science & Business Media, (1980).

[6]  G.H. Asmar, T.G. Jabbour, Stress analysis of anisotropic plates containing rectangular holes, International journal of mechanics and solids, 2(1) (2007) 59-84.

[7] J. Rezaeepazhand, M. Jafari, Stress analysis of composite plates with non-circular cutout, Key Engineering Materials, Trans Tech Publ, 385 (2008), 365-368.

[8]   Y. Yang, J. Liu, C. Cai, Analytical solutions to stress concentration problem in plates containing rectangular hole under biaxial tensions, Acta Mechanica Solida Sinica, 21(5) (2008) 411-419.

[9]   J. Rezaeepazhand, M. Jafari, Stress analysis of composite plates with a quasi-square cutout subjected to uniaxial tension, Journal of Reinforced plastics and composites, 29(13) (2010) 2015-2026.

[10]  W. Hufenbach, B. Grüber, M. Lepper, R. Gottwald,B. Zhou, An analytical method for the determination of stress and strain concentrations in textile-reinforced GF/PP composites with elliptical cutout and a finite outer boundary and its numerical verification, Archive of Applied Mechanics, 83(1) (2013) 125-135.

[11] M. Jafari, J. Rezaeepazhand, Investigation of the Effect of Different Parameters on Stress Distribution of Non-Axial Plate with Central and Traction Shear, 17th Annual (International) Conference on Mechanical Engineering, Iran, (2009). (in Persian)

[12]  M. Jafari, J. Rezaeepazhand, Effect of Different Parameters on  Stress  Distribution  in  Anisotropic Plates with Triangular Cutout, AmirKabir Journal of Mechanical Engineering 42(1) (2010) 19-28. (in Persian)

[13]  J. Rezaeepazhand, M. Jafari, Study of the effect of cutout bluntness on stress analysis of perforated plates subjected to uniaxial tensile laod, Journal of Solid and Fluid Mechanics, 1(2) (2011) 27-35. (in Persian)

[14]  M. Jafari, B. Moshiri Aval, Stress analysis of symmetric composite laminates with quasi- rectangular hole subjected to in-plane loading, Modares Mechanical Engineering, 14(15) (2014) 395-404. (in Persian)

[15]  M. Jafari, I. Ghandi Varnosefaderani, A semi- analytical solution of stress concentration factor in the isotropic plates containing two quasi-rectangular cut outs, Modares Mechanical Engineering, 15(8) (2015) 341-350. (in Persian)

[16]   H. Mansouri, M. Sheibani, Analytical solution and use of optimal design parameters to reduce the stress concentration around the cutaway in composite sheets under tensile load, in: 16th International Conference of Aerospace of Iranian Associations, Iran, (2016) 3-5. (in Persian)

[17] B. Moshiri Aval, M. Jafari, A study  of  the  effect of various parameters on the stress distribution in symmetri laminates with a triangular hole, Aerospace Mechanics Journal, 13(1) (2017) 61-71. (in Persian)

[18] A. Abbasnia, M. Jafari, A. Rohani, Estimation of stress concentration factor of circular hole in orthotropic plate using a new model based on regression method, Modares Mechanical Engineering, 18(5) (2018) 24-30. (in Persian)

[19] I.M. Daniel, O. Ishai, I.M. Daniel, Engineering mechanics of composite materials, Oxford university press New York, (1994) 34-35.