About
Ramprosad Saha received his B.Sc. in 2000, M.Sc. in 2002 and Ph.D. degree in 2018 from Visva-Bharati University. Presently he is working as an Assistant Professor of Mathematics, Suri Vidyasagar College (Affiliated by University of Burdwan), West Bengal, India. He has published some research articles in journals of international repute. His fields of interests include Biofluid Dynamics, Drug Transport, Drug-eluting Stent and Computational Fluid Dynamics.
Department of Mathematics, Suri Vidyasagar College (Affiliated by University of Burdwan), Suri-731101, West Bengal, India.
Email: [email protected]
Employment
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Suri Vidyasagar College Assistant Professor2015 - Present
Education
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Visva-Bharati Ph.D.1997 - 2018
Projects & Funding
Projects & funding information is unavailable.
Publications (16)
- A Comprehensive Numerical Simulation on the Safety and Efficacy of Circular‐Versus Trapezoidal‐Shaped Intravascular Drug‐Eluting Stents Save
- Effects of inter-strut distance and stent embedment on three-phase drug transport from coronary stent Save
- Computational modeling of luminal flow-driven mass transport in coronary arteries for optimizing drug-eluting stent efficacy Save
- Modeling receptor-mediated drug delivery influenced by non-specific binding in stenosed arterial walls with atherosclerotic plaques Save
- A NUMERICAL APPROACH OF CARDIOVASCULAR DRUG DELIVERY FROM NEXT-GENERATION DRUG-ELUTING STENTS Save
- Physiological consequences of half-embedded drug-eluting stent on coronary drug-transport: A two-species drug delivery simulation Save
- Computational Simulation and Modelling of Arterial Drug Delivery From Half-Embedded Drug-Eluting Stents in Single-Layered Homogeneous Vessel Wall Save
- SPECIFIC AND NON-SPECIFIC DRUG BINDING ELUTED FROM A HALF-EMBEDDED CARDIOVASCULAR DRUG-ELUTING STENT AND ITS RETENTION IN POROUS VESSEL WALL: A NUMERICAL MODEL STUDY Save
- EFFECTS OF DIFFERENT DRUG BINDING IN STENTED POROUS ARTERY TISSUEWALL: A NUMERICAL MODEL STUDY. Save
- Drug-Eluting Stents: A Cost-Benefit Analysis in Clinical Practice Save