Rahul Kumar Chaturvedi
Bennett University, Vellore Institute of Techology Bhopal University, Indian Institute of Technology BHU Varanasi
0000-0002-7141-8012
About
Dr. Rahul Kumar Chaturvedi holds a Doctorate from the Indian Institute of Technology (IIT) BHU, Varanasi, India. He is currently serving as an Assistant Professor of Mathematics in the School of Computer Science Engineering and Technology at Bennett University, Greater Noida, Uttar Pradesh, India. Like all faculty members, he strives to maintain a balanced commitment to teaching, research, and academic service, aligned with his professional role.
His research objective is to develop a diverse and productive research program focused on compressible fluid dynamics, particularly in the areas of non-linear waves, hyperbolic systems of conservation laws, and the applications of non-linear partial differential equations (PDEs).
Employment
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Bennett University Assistant Professor2025 - Present
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Vellore Institute of Techology Bhopal University Assistant Professor2022 - 2025
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Indian Institute of Technology BHU Varanasi Research Fellow2017 - 2022
Education
Education history is unavailable.
Projects & Funding
Projects & funding information is unavailable.
Publications (26)
- On the evolution of shock waves in Van der Waals reacting gas with small solid dust particles Save
- Thermal analysis of van der Waals magnetohydrodynamic flow behind a normal shock wave via numerical and neural network techniques Save
- The growth and decay of nonlinear wave in polytropic reacting gas with small solid dust particles Save
- The concentration and cavitation in the Riemann solution for non-homogeneous logrithmic equation of state with magnetic field Save
- Propagation of nonlinear wave in 2-D planar and axisymmetric non-ideal radiating gas flow under the influence of magnetic field Save
- Solution of hyperbolic system with magnetic field Save
- Shock wave solution for the planar, cylindrically, and spherically symmetric flows of non-ideal relaxing gas Save
- The effect of dust particles on the evolution of planar and non-planar shock wave in two-dimensional supersonic flow of van der Waals gas Save
- Weak discontinuities in one-dimensional compressible nonideal gas dynamics Save
- Solution of Riemann problem of conservation laws in van der Waals gas Save