Prof. J.C. Mandal
Email
mandal[at]aero.iitb.ac.in
Phone
25767129
Room No
208F
Profile Website
Specialization
Aerodynamics
Awards & Fellowships
Alexander von Humboldt Fellowship, Germany (2002-2003)
J.R.D. Tata Fellowship, IISc, Bangalore, India (1987-1990)
R&D Areas/Projects
Research Areas:
Development of novel Computational Fluid Dynamics (CFD) algorithms for
- Incompressible flows involving
- Multiphase flows
- Heat transfer
- Compressible flows involving
- Hypersonic flows with real gas effect
- All Mach number formulation
- Multiphase flows
- Deformation of solids and wave propagation in solids
- Fluid-Structure interactions
- Semi-analytic method
Sponsored Projects Undertaken as PI:
- Computations of Flows Through . . Compressor Cascades (AR&DB)(1995- 1999)
- Computation of viscous incompressible flows inside calandria of a Pressurized Heavy Water Reactor (PHWR)(Board of Research in Nuclear Sciences, Department of Atomic Energy)(1996-2000)
- Upgradation of Associate CFD Center of Excellence (AR&DB) (2004-2009)
- Flow Computations on Unstructured Grids with Improved Accuracy: An Investigation (AR&DB) (2006-2008)
- Steady/Unsteady Low Speed Viscous Flow Computations on Static/Moving Grids (AR&DB) (2009-2011)
- Upgradation of Associate CFD Center of Excellence (AR&DB) (2009-2012)
- Development of High Resolution Schemes for Flow Computations on Space Vehicle Configurations using Unstructured Grids (ISRO) (2009-2012)
- Unsteady Incompressible Turbulent Flow Computations on Static/Moving Grids (AR&DB) (2011-2013)
- Shock Instability and Carbuncle Phenomenon in Numerical Computations: Analysis and Cure (AR&DB) (2012-2015)
- Level set method for propagating interfaces (AR&DB) (2015-2017)
- Study of reinitialization techniques used in conservative level set method for accurate computation of multiphase flows (AR&DB) (2019-2020)
Courses Taught
Computational Mechanics, Fluid Mechanics, Aerodynamics, Continuum Mechanics, Gas Dynamics, Basic Computational Fluid Dynamics, Advanced Computational Fluid Dynamics, Numerical Methods for Conservation Laws, Numerical Methods for Engineers, Matrix Computation.