Suvranu De

Tue, 2010-05-18 02:00 — des

Name:	Suvranu De
Title:	Department Head, Professor and Director, CeMSIM
Department	Biomedical Engineering IT and Web Science Mechanical Aerospace and Nuclear Engineering
School	Engineering
Center	Center for Modeling, Simulation and Imaging in Medicine (CEMSIM)
Website:	http://www.rpi.edu/~des/

Bio

Professor, MANE, BME and ITWS Departments, RPI
2011 - present
Director, Center for Modeling, Simulation and Imaging in Medicine (CeMSIM), RPI
2010 - present
Associate Professor, MANE, BLE and ITWS Departments, RPI
2007 - 2010
Assistant Professor, MANE Department, RPI
2002 - 2007
Research Scientist, Research Laboratory of Electronics, MIT
Oct 2000 - Dec 2001
- Fast computational tools for MEMS design
- Multimodal medical simulations
Graduate Research Assistant, Department of Mechanical Engineering, MIT
May 1997 - Sep 2000
- Meshfree Methods: Method of Finite Spheres
- Virtual environments for medical simulation
- Biomechanics of touch
Research Associate, Department of Mechanical Engineering, Indian Institute of Science, Bangalore
Sept 1993 - Jan 1995
- FE algorithms for large deformation elastoplastic boundary value problems

Details

Keywords

Education Sc.D. Massachusetts Institute of Technology

Scholarly Works:

The method of finite spheres (2000)
De, S. and Bathe, K. J., The method of finite spheres with improved numerical integration(2001)
De, S. and Bathe, K. J., Towards an efficient meshless computational technique: the method of finite spheres (2001)
Displacement/ pressure mixed interpolation in the method of finite spheres (2001)
On the method of finite spheres in applications: towards the use with ADINA and a surgical simulator (2003)
Hierarchical tree-based discretization in the method of finite spheres (2003)
Efficient computation of drag forces on micro-machined devices using a boundary integral equation-based solver (2003)
Physically-based real time simulation of soft tissues in multimodal medical simulations
Towards an automatic discretization scheme for the method of finite spheres and its coupling with the finite element method
The role of haptics in medical simulations
A unified approach to multimodal rendering of heterogeneous scenes using point clouds
A finite element mode