MHD & FHD: Nano-Fluids Modelling,
Heat and Mass Transfer, Porous Media,
Boundary Layer Theory,
Rheology, Tribology.

Teaching Experience:-           31 Years

Administrative Experience:  HoD

(5 Terms– 10 Years)

R & D Experience:                34.5 Years

(4.5 years in HSCST – Chd.)

Post-Doctoral Mentoring: 01 (NPDF)

Dr. Shashi Sharma (2017-19)

File No.: PDF/2016/003366,

Dated: 01/04/17

Ph.D. Thesis Supervised:

Completed:– 11

On-going:–    06

Link – Ph.D. Guided

Research Publications:

SCI / Scopus:- 64

H-Index:-         21

Link – List of Publication

Book Published:-                              01

Engineering Mathematics through Applications

CBS Publications, New Delhi

ISBN: 978-81-239-2472-4

2^nd Edition-2015

Projects:                                           02

1) Mathematical Modelling for transport of drug loaded magnetic nanoparticles for targeted drug delivery applications.

SERB, DST GOI (2017-19)

Amount: 19.20 Lakh

2) Magnetic Fluid Project

DST Haryana (Chd.) (2007-08)

Amount: 12.00 Lakh

Awards / Recognition:

Haryana State Merit Scholarship in Colleges

Invited Talk (Abroad):                  07

Singapore (2018), Canada (2016),

Switzerland (2014), Australia (2013),

UK (2011), Egypt (2008), Spain (2007).

Link

Editorial Board Member:

1) Discover Fluid Mechanics (Springer Nature)

2) Open Material Science Journal

Short term Program Conducted:- 04

Academic/Administrative Contributions:

Admission Committee Member,

Common Engineering Entrance Test, Haryana (CEET) (1998-2000)

Member: MACP (Non-teaching Staff Promotion Committee) (2017-19).

Nodal officer, UGC Cell (15-11-2006 to 15-11-2008).

Warden (June, 2005 – Sept., 2009)

Member of DRC, DAC, and BOS (since 2004 onwards).

Teacher Incharge:  Modelling Club.

Member of the Institute’s Library Committee.

Member Library User Group.

Member Sports Committee.

Associated with the Institute’s Annual Administrative Report’s Compilation.

Incharge: EDC, IIPC, IIIC.

Numerical Analysis, Numeric’s of Delay Differential Equations, Fractional Differential Equations Numerical Methods with analysis for Singular Boundary Value Problems and Singular Perturbation Problems

Two parameter quantum algebras and special functions.

Numerical Methods for Differential Equations, Numerical Analysis, Numerical Solutions of Fractional Differential Equations.

(Looking for highly motivated, UGC-CSIR (JRF) / NET/ GATE qualified Ph. D. Candidate)

Teaching Experience:     16 Years

Ph.D. Thesis Supervision:             Completed- 06,      Ongoing – 07

Research Publications:`                74 (SCI / Scopus)

Short term Program Organized:   02

International  Recognition: Listed in the Ranking of World Top 2% Scientists released by Elsevier researched by Stanford University, USA for the year (2020, 2021, 2022, 2023, 2024) based on citation of research paper.

Google Scholar Profile                          Scopus Profile                    

Fourier Approximation, Summability Theory, Functional Analysis, Operator Theory, Wavelets

Applied Mathematics, Mathematical Modelling, Computational Fluid Dynamics, Non-Newtonian Fluid Mechanics, Scientific Computing, Physics-Informed Neural Networks (PINNs), Machine Learning for Differential Equations.

Numerical analysis, Finite difference methods, Time-fractional partial differential equations, Fractional delay differential equations, Singular boundary value problems

Numerical Analysis, Finite Difference Methods, Singularly Perturbed Differential-Difference Equations Having Boundary Layers

Continuous Optimization, Variational Inequalities