American Journal of Fluid Dynamics

American Journal of Fluid Dynamics is an open access, peer-reviewed scientific journal that publishes original articles, critical reviews, research notes, debate and short reports in all areas of Fluid Dynamics.


Duraisamy Sambasivam Sankar

Editorial Board Member of American Journal of Fluid Dynamics

Professor, School of Applied Sciences and Mathematics, Universiti Teknologi Brunei, Brunei

Research Areas

Fluid DynamicsHemodynamicsDifferential EquationsNumerical Methods

Education

2004Ph.DHemodynamics, College of Engineering, Anna University, Chennai, India
1992M.PhilOperations Research, College of Engineering, Anna University, Chennai, India
1991M.ScComplex Analysis, College of Engineering, Anna University, Chennai, India
1989B.ScC.K.N.College, University of Madras, Chennai, India

Experience

2011Associate Professor, School of Mathematical Sciences, University Science Malaysia
2008-2010 Senior Lecturer, School of Mathematical Sciences, University Science Malaysia
2008Assistant Professor, Mathematics, Crescent Engineering College, Chennai
2001-2008 Senior Lecturer, Mathematics, Crescent Engineering College, Chennai
1997-2001 Lecturer, Mathematics, Crescent Engineering College, Chennai
1993-1997Lecturer, Mathematics, Sri Ram Engineering College, Perumalpattu
1993Lecturer, Mathematics, H. I. E. T, Chennai
2011-2012Associate Professor, School of Mathematical Sciences, University Science Malaysia
2012-2014Associate Professor, School of Advanced Sciences, VIT University, Chennai Campus, India

Publications: Conferences/Workshops/Symposiums/Journals/Books

[1]  D. S. Sankar and K. Hemalatha, Pulsatile flow of Herschel-Bulkley fluid through stenosed arteries, International Journal of Non-Linear Mechanics 41 (2006) 979-990 (Elsevier–Sciencedirect) (SCI) (2010 Impact factor: 1.388).
[2]  D. S. Sankar and K. Hemalatha, Non-Linear mathematical models for blood flow through tapered tubes, Applied Mathematics and Computation 188 (2007) 567-582 (Elsevier–Sciencedirect Journal)(SCI) (2010 Impact factor: 1.534).
[3]  D. S. Sankar and K. Hemalatha, Pulsatile flow of Herschel-Bulkley fluid through catheterized arteries-A mathematical model, Applied Mathematical Modeling 31 (2007) 1497-1517 (Elsevier-Sciencedirect) (SCI) (2010 Impact factor: 1.371).
[4]  D. S. Sankar and K. Hemalatha, A non-Newtonian fluid flow model for blood flow through a catheterized artery-Steady flow, Applied Mathematical Modeling 31 (2007) 1847-1864 (Elsevier-Sciencedirect) (SCI) (2010 Impact factor: 1.371).
[5]  D. S. Sankar and Usik Lee, Two-phase Non-linear Model for the Flow through Stenosed Blood Vessels, Journal of Mechanical Science and Technology 21 (2007) 678-689 (Springer Publication) (SCI-E) (2010 Impact factor: 0.41).
[6]  D. S. Sankar and Usik Lee, Two-fluid non-linear model for flow in catheterized blood vessels, International Journal of Non-Linear Mechanics 43 (2008) 622-631 (Elsevier-Sciencedirect) (SCI) (2010 Impact factor: 1.388).
[7]  D. S. Sankar and Usik Lee, Two-Fluid Herschel–Bulkley Model for Blood Flow in Catheterized Arteries, Journal of Mechanical Science and Technology 22 (2008) 1008-1018 (Springer Publication) (SCI-E) (2010 Impact factor: 0.41).
[8]  D. S. Sankar, Two-fluid flow of blood through asymmetric and axisymmetric stenosed narrow arteries, International Journal of Nonlinear Sciences and Numerical Simulations 10 (2009) 1425-1441 (2010 Impact factor: 3.1) (Ranked No: 1 in Applied Mathematics, Mechanical Engineering, Engineering Interdiscipline).
[9]  D. S. Sankar and Usik Lee, Two-fluid non-Newtonian models for blood flow in catheterized arteries-A comparative study, Journal of Mechanical Science and Technology 23 (2009) 2444-2455(Springer Publication) (2010 Impact factor: 0.41).
[10]  D. S. Sankar and Ahmad Izani Mohamed Ismail, Two-fluid mathematical models for blood flow in stenosed arteries: a comparative study, Boundary Value Problems, Vol. 2009 (2009), Article ID 568657. doi:10.1155/2009/568657 (Hindawi Publications) (2010 Impact factor: 1.047).
[11]  D. S. Sankar and Usik Lee, Two-fluid nonlinear mathematical model for pulsatile blood flow through catheterized arteries, Journal of Mechanical Science and Technology 23 (2009) 1650-1669 (Springer Publication) (2010 Impact factor: 0.41).
[12]  D. S. Sankar, A two-fluid model for pulsatile flow in catheterized blood vessels, International Journal of Non-Linear Mechanics 44 (2009) 337-351 (Elsevier-Sciencedirect) (SCI) (2010 Impact factor: 1.388).
[13]  D. S. Sankar and Usik Lee, Mathematical modeling of pulsatile flow of non-Newtonian fluid in stenosed arteries, Communications in Nonlinear Science and Numerical Simulation 14(2009) 2971-2981 (Elsevier-Sciencedirect) (SCI-E) (2010 Impact factor: 2.697).
[14]  D. S. Sankar and Usik Lee, Pulsatile flow of two-fluid nonlinear models for blood flow through catheterized arteries-A comparative study, Mathematical problems in Engineering Volume 2010 (2010), Article ID 121757, 21 pages, doi:10.1155/2010/121757 (2010 Impact factor: 0.689).
[15]  D. S. Sankar and Usik Lee, Two-fluid Casson model for pulsatile blood flow through stenosed arteries-A mathematical model, Communications in Nonlinear Science and Numerical Simulation 15 (2010) 2086-2097 (Elsevier-Sciencedirect)(SCI-E) (2010 Impact factor: 2.697).
[16]  D. S. Sankar and A. I. M. Ismail, Effects of periodic body acceleration in blood flow through stenosed arteries-a theoretical model, International Journal of Nonlinear Sciences and Numerical Simulations 11 (2010) 243-257 (2010 Impact factor: 3.1) (Ranked No: 1 in Applied Mathematics, Mechanical Engineering, Engineering Interdiscipline).
[17]  D. S. Sankar, Perturbation analysis for blood flow in stenosed arteries under body acceleration, International Journal of Nonlinear Sciences and Numerical simulations 11 (2010) 631-653 (2010 Impact factor: 3.1) (Ranked No: 1 in Applied Mathematics, Mechanical Engineering, Engineering Interdiscipline).
[18]  D. S. Sankar, Pulsatile flow of a two-fluid model for blood flow through arterial stenosis, Mathematical Problems in Engineering Vol. 2010, Article Id: 465835, 26 pages, doi. 10.1155/2010/465835 (2010 Impact factor: 0.689).
[19]  D. S. Sankar, Joan Goh, Ahmad Izani Mohamed Ismail, FDM analysis for blood flow through stenosed tapered arteries, Boundary Value Problems Vol. 2010, Article ID: 917067, 16 pages, doi: 10.1155/2010/917067 (2010 Impact factor: 1.047).
[20]  Naeem Faraz, Yasir Khan, D. S. Sankar, Decomposition-transform method for fractional Differential Equations, International Journal of Nonlinear Sciences and Numerical Simulations 11 (2010) 305-310 (2010 Impact factor: 3.1) (Ranked No: 1 in Applied Mathematics, Mechanical Engineering, Engineering Interdiscipline).
[21]  D. S. Sankar, Two-phase non-linear model for blood flow in asymmetric and axisymmetric stenosed arteries, International Journal of Non-Linear Mechanics 46 (2011) 296-305 (SCI) (2010 Impact factor: 1.388).
[22]  D. S. Sankar, Two-fluid nonlinear mathematical model for pulsatile blood flow through stenosed arteries, Bulletin of the Malaysian Mathematical Sciences Society (article in press) (SCI-E) (2010 Impact factor: 0.696).
[23]  D. S. Sankar, Usik Lee, Nonlinear mathematical analysis for blood flow in a constricted artery under periodic body acceleration, Communications in Nonlinear Sciences and Numerical Simulations 16 (2011) 4390-4402 (SCI-E) (2010 Impact factor: 2.697).
[24]  D. S. Sankar, Usik Lee, FDM analysis for MHD flow of a non-Newtonian fluid for blood flow in stenosed arteries, Journal of Mechanical Sciences and Technology (article in press) (SCI-E) (2010 Impact factor: 0.41).
[25]  Pulsatile flow of Herschel-Bulkley fluid through stenosed arteries, International Journal of Non-Linear Mechanics Vol. 41, No.8 (2006), 979–990 (October-December 2006)
[26]  A non-Newtonian fluid flow model for blood flow through a catheterized artery-Steady flow, Applied Mathematical Modeling, Vol. 31, No.9 (2007) 1847-1864 (April-June 2007 & July-September 2007).
[27]  Two-fluid non-linear model for flow in catheterized blood vessels, International Journal of Non-Linear Mechanics, Vol. 43 (2008) 622-631 (July-September 2008).
[28]  A two-fluid model for pulsatile flow in catheterized blood vessels, International Journal of Non-Linear Mechanics, Vol. 44 (2009) 337-351 (April-June 2009).