References
- [1] Zeng XT, Lu AZ. (2019). Stress solution for an infinite elastic plate containing two arbitrarily shaped holes. AIAA Journal. 57(4), 1691-1701. Doi :10.2514/1.J057578.10.2514/1.J057578
- [2] Mallikarjun B, Dinesh P & Parashivamurthy K I. (2012). Finite element analysis of elastic stresses around holes in plate subjected to uniform tensile loading. Bonfring International Journal of Industrial Engineering and Management Science. 2(4), 136-142. Doi: 10.1.1.404.1756.10.9756/BIJIEMS.1824
- [3] Mekalke G C, Kavade M V& Deshpande S S. (2012). Analysis of a plate with a circular hole by FEM. Journal of Mechanical and Civil Engineering, 25-30.
- [4] Sadd M H. (2009). Elasticity: theory, applications, and numerics. Academic Press.
- [5] Itasca F LAC. (2007). FLAC-Fast Lagrangian Analysis of Continua. Version. 7.0.
- [6] Jaeger JC, Cook NGW & Zimmerman RW. (2007). Fundamentals of Rock Mechanics. Blackwell Publishing.
- [7] Timošenko SP & Goodier JN. (1951). Theory of elasticity. McGraw-Hill.
- [8] Wilson T L & Leviathan SS. (1930). Damage, Repairs and Strength Analysis, presented at a meeting of the American Society of Naval Architects and Marine Engineers. November.
- [9] Mestat P. (1997). Maillages d’éléments finis pour les ouvrages de géotechnique. Conseils et recommandations. Bulletin-Laboratoires des Ponts et Chaussées, 39-64.
- [10] Bouali M F, Hamaidia A & Kouaoucha H. (2014). Numerical Modelling of Cylindrical Hole Under Equal Biaxial and Uniaxial Tension Loadings at the Infinity. International Review on Modeling and Simulations. 7(5), 893-899. Doi: 10.15866/iremos.v7i5.3487.10.15866/iremos.v7i5.3487