Dr. Kuldeep Sharma - Journal Publications
(Mathematics)
Journal Publications
Year Author(s) Title Journal Name Indexing Quality Impact Factor
2024 Ashish Kumar, Kuldeep Sharma, Tinh Quoc Bui Singular integral method based closed form solution for moving EMPS model in semipermeable two‐equal‐collinear cracked MEE material ZAMM‐Journal of Applied Mathematics and Mechanics/Zeitschrift für Angewandte Mathematik und Mechanik SCIE Q2 2.3
2023 Kuldeep Sharma, Sandeep Singh, 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/Zeitschrift für Angewandte Mathematik und Mechanik SCIE Q2 2.3
2011 R.R. Bhargava, K. Sharma A study of finite size effects on cracked 2-D piezoelectric media using extended finite element method; 50 Computational Materials Science SCI
2012 R.R. Bhargava and Kuldeep Sharma Numerical Solution of an Edge Cracked 2-D Piezoelectric Media Using Extended Finite Element Method; 110-116 Applied Mechanics and Materials Scopus
2012 R.R. Bhargava, Kuldeep Sharma X-FEM simulation for two-unequal collinear cracks in 2-D finite piezoelectric specimen; 8 International Journal of Mechanics and Materials in Design SCIE
2012 R.R. Bhargava, Kuldeep Sharma Application of X-FEM to study two-unequal-collinear cracks in 2-D finite magnetoelectroelastic specimen; 60 Computational Materials Science SCI
2013 R. R. Bhargava, Kuldeep Sharma Griffith’s crack in a 2-D piezoelectric domain with an arbitrary polarization direction~ Analytical/X-FEM solution; 8 Strength, Fracture and Complexity Scopus
2013 K. Sharma, T. Q. Bui, Ch. Zhang, R. R. Bhargava Subinterface cracks in piezoelectric bimaterials using the extended finite element method; 104 Engineering Fracture Mechanics SCI
2015 S. Bhattacharya, G. Pamnani, S. Sanyal, K. Sharma Numerical simulation of crack propagation under fatigue loading in piezoelectric material using extended finite element method; 4 International Journal of Computational Materials Science and Engineering Scopus
2016 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;80 International Journal of Solids and Structures SCI
2017 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; 10 Strength, Fracture and Complexity Scopus
2017 S. Singh, K. Sharma, R.R. Bhargava Complex variable approach in studying modified polarization saturation model in two-dimensional semipermeable piezoelectric media; 38 Applied Mathematics and Mechanics (English Edition) SCIE
2019 S. Singh, K. Sharma, R.R. Bhargava Modified strip saturated models for two equal collinear cracks with coalesced zones in piezoelectric media; 40 Applied Mathematics and Mechanics (English Edition) SCIE
2019 S. Singh, K. Sharma, R.R. Bhargava Analytical solution for two equal collinear modified strip saturated cracks in 2-D semipermeable piezoelectric media; 99 ZAMM-Journal of Applied Mathematics and Mechanics SCIE
2019 Sandeep Singh, Kuldeep Sharma, Tinh Quoc Bui New analytical solutions for modified polarization saturation models in piezoelectric materials; 54 (15) Meccanica SCI
2021 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; 13(4) Strength, Fracture and Complexity Scopus
2021 Sandeep Singh, Kuldeep Sharma, T.Q. Bui Closed-form solutions for modified polarization saturated models in two unequal collinear cracked piezoelectric media with coalesced interior zones; 89 European Journal of Mechanics / A Solids SCI