BIOGRAPHY
Jugal Mohapatra is a Professor in the Department of Mathematics at the National Institute of Technology (NIT) Rourkela, India. He earned his Bachelor’s and Master’s degrees in Mathematics from Utkal University and completed his Ph.D. at the Indian Institute of Technology (IIT) Guwahati. Prior to joining NIT Rourkela, he served as an Assistant Professor at the Institute of Mathematics and Applications, Bhubaneswar. His research focuses on numerical methods for singular perturbation problems and fractional differential equations, with significant contributions in developing efficient numerical schemes. He has published over 115 research papers in reputed international journals, along with books and book chapters, and has guided several Ph.D. scholars. Dr. Mohapatra has delivered invited talks at numerous national and international conferences, and has organized workshops, short-term courses, and conferences. He also serves as a reviewer for leading publishers, a reviewer for Mathematical Reviews (AMS), and as an editorial board member of international journals.
EXPERTISE INFORMATION
Research Group
- Applied Mathematics
Areas of Interest
- Numerical Analysis
Jugal Mohapatra Professor & HOU (Safety and Security Services)
Mathematics
jugal@nitrkl.ac.in / jugal.math@gmail.com
0661 - 246 2711
107
PUBLICATIONS4
SPONSORED PROJECTS14
DOCTORAL STUDENTS2
CONTINUING EDUCATIONPERSONAL INFORMATION
Jugal Mohapatra
Professor
Mathematics
Room Number: MN-320
Department of Mathematics, National Institute of Technology Rourkela, Sundargarh, Odisha, India - 769008
2010
Ph.D.
MathematicsIIT Guwahati
Teaching Experience
- Mathematics, NIT Rourkela, 01 Jul 2011 - Present
Skill Gap Study in Fortified Rice Kernel Manufacturing Sector Food Industry Capacity & Skill Initiative (FICSI)
- Co-Investigator
- 6
- Completed Sponsored
Asymptotic and numerical approach for boundary layer development of partial differential equations with delayed arguments SERB
- Principal Investigator
- 36
- Completed Sponsored
Parameter Uniform Numerical Schemes for Singularly perturbed parabolic convection diffusion problems CSIR
- Principal Investigator
- 36
- Completed Sponsored
Robust and efficient numerical methods for singularly perturbed differential equations using grid adaptivity SERB
- Principal Investigator
- 36
- Completed Sponsored
Total Publications: 107
A. Chand and J. Mohapatra,"Local discontinuous Galerkin finite element method for the nonlinear Korteweg–de Vries-Benjamin-Bona-Mahony-Burgers equation", Physics of Fluids, vol.37, no.3, AIP Publishing, January 2025, 10.1063/5.0257990 Article
A. Panda and J. Mohapatra,"A robust finite difference method for the solutions of singularly perturbed fredholm integro-differential equations", Mediterranean Journal of Mathematics, vol.20, no.198, Springer, April 2023, 10.1007/s00009-023-02402-5 Article
S. Santra, J. Mohapatra, P. Das, and D. Choudhuri,"Higher order approximations for fractional order integro-parabolic partial differential equations on an adaptive mesh with error analysis", Computers & Mathematics with Applications, Elsevier, September 2023, 10.1016/j.camwa.2023.09.008 Article
S. Priyadarshana and J. Mohapatra,"An efficient fractional step numerical algorithm for time-delayed singularly perturbed 2D convection-diffusion–reaction problem with two small parameters", Numerical Algorithms, Springer 2024, 10.1007/s11075-023-01720-9, Article
National Conference on Recent Advances in Mathematics and its Applications 2024 (NC RAMA 2024) Mathematics (Conference)
- Coordinator
- 28 Sep 2024 - 29 Sep 2024
- Brochure
“National Conference on Recent Advances in Mathematics and its Applications (NCRAMA 2018)" Mathematics (Conference)
- Coordinator
- 07 Dec 2018 - 08 Dec 2018
- Brochure
- MA1001 : Mathematics - I {Theory}
- MA1002 : Mathematics - II {Theory}
- MA1004 : Mathematics - II {Theory}
- MA101 : Mathematics - I {Theory}
- MA102 : Mathematics - II {Theory}
- MA2005 : Numerical Methods {Theory}
- MA201 : Mathematics - III {Theory}
- MA201 : Mathematics – III {Theory}
- MA202 : Mathematics - IV {Theory}
- MA202 : Mathematics – IV {Theory}
- MA205 : Introduction to Numerical Analysis {Theory}
- MA207 : Introduction to Numerical Analysis {Theory}
- MA208 : Analysis – I {Theory}
- MA2104 : Complex Analysis {Theory}
- MA2305 : Numerical Analysis {Theory}
- MA312 : Real Analysis {Theory}
- MA405 : Partial Differential Equations {Theory}
- MA4201 : Numerical Analysis {Theory}
- MA4305 : Numerical Analysis - II {Theory}
- MA432 : Numerical Analysis {Theory}
- MA5301 : Differential Equations {Theory}
- MA5303 : Partial Differential Equations {Theory}
- MA533 : Finite Difference Methods {Theory}
- MA5333 : Finite Difference Methods {Theory}
- MA6305 : Advanced Numerical Analysis {Theory}
- MA632 : Advanced Numerical Analysis {Theory}
- MA633 : Numerical solutions of ODE and PDE {Theory}
- MA270 : Numerical Methods Laboratory {Practical}
- MA373 : Numerics of Ordinary differential equations {Practical}
- MA374 : Statistics Laboratory {Practical}
- MA4271 : Scientific Computing Laboratory {Practical}
- MA4373 : Numerical Methods Laboratory {Practical}
- MA470 : Laboratory works on Real Life Problems – I {Practical}
- MA475 : Numerics of Differential Equation Laboratory {Practical}
Ph.D. Students [14]
Numerical Analysis of Time-fractional Parabolic Differential and Integro-differential Equations
Bappa GhoshEnrolled: Sep 2020Graduated : Jan 2025Supervisor
A Unified Framework of Analytical and Local Discontinuous Galerkin Techniques for Nonlinear Partial Differential Equations
Abhilash ChandEnrolled: Aug 2020Graduated : Sep 2025Supervisor
Robust Numerical Techniques Based on Layer-resolving Meshes for Time-delayed Singularly Perturbed Parabolic Problems
Sushree PriyadarshanaEnrolled: Jul 2019Graduated : Jan 2024Supervisor
Efficient Computational Approaches and Their Convergence Analysis for Integro-differential Equations with Small Parameters and Fractional Derivatives
Abhilipsa PandaEnrolled: Jul 2019Graduated : Apr 2024Supervisor
Numerical Solutions and their Convergence Analysis for Fractional Differential and Integro-differential Equations Involving Weak Singularities
Sudarshan SantraEnrolled: Aug 2018Graduated : Mar 2023Supervisor
Parameter Uniform Numerical Methods for Singularly Perturbed Parabolic Partial Differential Equations
Lolugu Govinda RaoEnrolled: Jan 2016Graduated : Sep 2020Supervisor
Numerical Solution for Multi-parameter Singularly Perturbed Initial and Boundary Value Problems
Subal Ranjan SahuEnrolled: Jan 2016Graduated : Nov 2020Supervisor
Uniformly Convergent Numerical Methods for Singularly Perturbed Initial and Boundary Value Problems
Deepti ShaktiEnrolled: Jul 2014Graduated : Dec 2018Supervisor
Numerical Analysis
Dipesh Kumar PradhanEnrolled: Jan 2025ContinuingSupervisor
Differential equations, Numerical Analysis
Ajaya PadhanEnrolled: Jul 2023ContinuingSupervisor
Numerical Analysis, Differential Equations
Shubham YadavEnrolled: Jul 2023ContinuingSupervisor
Functional analysis, PDEs
Subhashree SahuEnrolled: Jan 2023ContinuingSupervisor
Differential Equations, Numerical Analysis
Gunjan DewanganEnrolled: Jan 2023ContinuingCo-Supervisor
ORDINARY DIFFERENTIAL EQUATION & PARTIAL DIFFERENTIAL EQUATION
Akanksha SinghEnrolled: Aug 2021ContinuingCo-Supervisor