Non-linear mathematical models for blood flow through tapered tubes. - D. S. Sankar; K. Hemalatha (Appl. Math. Comput., 2007)

Mathematical modeling of a complex system in hemodynamics. - D. S. Sankar; Atulya Nagar; Ahmad Izani Md. Ismail (BIC-TA, 2010)

Mathematical Modeling of a Complex System for MHD Flow in Hemodynamics. - D. S. Sankar; Nurul Aini Jaffar; Ahmad Izani Md. Ismail; Atulya K. Nagar (BIC-TA, 2011)

Nonlinear Analysis for Shear Augmented Dispersion of Solutes in Blood Flow through Narrow Arteries. - D. S. Sankar; Nurul Aini Binti Jaafar; Yazariah Yatim (J. Appl. Math., 2012)

Nonlinear Fluid Models for Biofluid Flow in Constricted Blood Vessels under Body Accelerations: A Comparative Study. - D. S. Sankar; Atulya K. Nagar (J. Appl. Math., 2012)

Mathematical Analysis of Casson Fluid Model for Blood Rheology in Stenosed Narrow Arteries. - Jayavelu Venkatesan; D. S. Sankar; K. Hemalatha; Yazariah Yatim (J. Appl. Math., 2013)

Effects of porosity in four-layered non-linear blood rheology in constricted narrow arteries with clinical applications. - Afiqah Wajihah S.; D. S. Sankar (Comput. Methods Programs Biomed., 2021)

Fog Computing in Optical Access Networks: An Energy-efficient and Deadline-aware Task Scheduling Mechanism. - Fathiyah Haji Ahmad; S. H. Shah Newaz; D. S. Sankar; Rudy Ramlie; Nazmus Shaker Nafi (CITA, 2023)

Modeling of Angiogenesis in Tumor Blood Vessels via Lattice Boltzmann Method. - Sara Zergani; K. K. Viswanathan; D. S. Sankar; P. Sambath (Comput. Math. Methods, 2023)