International Journals

Kuldeep Sharma, Sandeep Singh and T. Q. Bui, Simplified numerical algorithms for generalized strip saturated two equal collinear cracks in piezoelectric media using distributed dislocation technique, ZAMM-Journal of Applied Mathematics and Mechanics (2023), e202300004 , SCIE-IF: 2.3. 

Sandeep Singh, Kuldeep Sharma and T.Q. Bui, Closed-form solutions for modified polarization saturated models in two unequal collinear cracked piezoelectric media with coalesced interior zones, European Journal of Mechanics / A Solids (2021), 89, 104313, SCI-IF: 4.1.

Sandeep Singh and Kuldeep Sharma, Riemann-Hilbert approach based analytical solutions for strip saturated two unequal collinear cracks in piezoelectric media, Strength, Fracture and Complexity (2021), 13(4),177-195, Scopus Indexed-IF: 0.7.

Sandeep Singh, Kuldeep Sharma and Tinh Quoc Bui, New analytical solutions for modified polarization saturation models in piezoelectric materials, Meccanica (2019),  54 (15), 2443-2459, SCI-IF: 2.7.

S. Singh, K. Sharma, R.R. Bhargava, Analytical solution for two equal collinear modified strip saturated cracks in 2-D semipermeable piezoelectric media, ZAMM-Journal of Applied Mathematics and Mechanics (2019), 99(9), e201800244, SCIE-IF:2.3.

S. Singh, K. Sharma and R.R. Bhargava, "Modified strip saturated models for two equal collinear cracks with coalesced zones in piezoelectric media", Applied Mathematics and Mechanics (English Edition), 2019, 40(8), 1097-1118, SCIE-IF: 4.4.

S. Singh, K. Sharma, R.R. Bhargava, Complex variable approach in studying modified polarization saturation model in two-dimensional semipermeable piezoelectric media, Applied Mathematics and Mechanics (English Edition), 2017, 38(11), 1517-1532, SCIE-IF: 4.4.

K. Sharma, T.Q. Bui, S. Singh, Numerical distributed dislocation modeling of multiple cracks in piezoelectric media considering different crack-face boundary conditions and finite size effects, Strength, Fracture and Complexity (2017) 10(1), 49-72, Scopus Indexed-IF: 0.7.

K. Sharma, T.Q. Bui, R.R. Bhargava, T. Yu, J. Lei, S. Hirose, Numerical studies of an array of equidistant semi-permeable inclined cracks in 2-D piezoelectric strip using distributed dislocation method, International Journal of Solids and Structures (2016), 80, 137-145, SCI-IF: 3.6.

S. Bhattacharya, G. Pamnani, S. Sanyal, K. Sharma, Numerical simulation of crack propagation under fatigue loading in piezoelectric material using extended finite element method, International Journal of Computational Materials Science and Engineering (2015), 4(4), 155025, Scopus Indexed-IF: 1.3.

K. Sharma, T. Q. Bui, Ch. Zhang, R. R. Bhargava, Subinterface cracks in piezoelectric bimaterials using the extended finite element method, Engineering Fracture Mechanics (2013), 104, 114-139 SCI-IF: 5.4

R. R. Bhargava, Kuldeep Sharma, Griffith’s crack in a 2-D piezoelectric domain with an arbitrary polarization direction~ Analytical/X-FEM solution, Strength, Fracture and Complexity (2013) 8, 1-11, Scopus Indexed-IF: 0.7.

R.R. Bhargava and Kuldeep Sharma, Application of X-FEM to study two-unequal-collinear cracks in 2-D finite magnetoelectroelastic specimen, Computational Materials Science (2012), 60, 75-98 , SCI-IF: 3.3.

R.R. Bhargava and Kuldeep Sharma, X-FEM simulation for two-unequal collinear cracks in 2-D finite piezoelectric specimen, International Journal of Mechanics and Materials in Design (2012), 8, 129-148, SCIE-IF: 3.7.

R.R. Bhargava and Kuldeep Sharma, Numerical Solution of an Edge Cracked 2-D Piezoelectric Media Using Extended Finite Element Method, Applied Mechanics and Materials (2012), 110-116, 91-98.

R.R. Bhargava, K. Sharma, A study of finite size effects on cracked 2-D piezoelectric media using extended finite element method, Computational Materials Science (2011), 50, 1834-1845, SCI-IF: 3.3.