Dr. Kishor Gaikwad, on winning the prestigious Best Researcher Award from Sciencefather! Your dedication, innovative research, and scholarly contributions have significantly impacted the field of Spre and post treatment requirements for desalination plants to protect the environment. Your commitment to advancing knowledge and pushing the boundaries of research is commendable. Here’s to your continued success in shaping the future of academia and making invaluable contributions to your field. Well done!
Professional Profiles:
Scopus Profile
ORCID Profile
Google scholar
🎓 Academic Achievements:
Spanning from a stellar Ph.D. in Mathematics to distinctions in B.Ed., M.Sc., and B.Sc., each academic milestone underscores a commitment to excellence.
🏫 Teaching Experience:
Starting as an Assistant Professor at Vivekanand College and subsequently contributing significantly at S.P.W. Engg. College and N.E.S. Science College, Dr. Gaikwad has honed his teaching prowess over the years.
🔍 Research Prowess:
With a vast 13-year research stint, his focus areas in Thermoelasticity, Boundary Value Problems, Integral Transforms, and Fractional Differential Equations have culminated in a substantial body of work: Published 9 research papers in National Journals, 29 in International Journals, and 5 book chapters. Presented papers in 2 International Conferences and 3 National Conferences. Attended several Conferences, Workshops, and Seminars, amplifying his academic breadth. Engaged in 2 Orientation/Refresher Courses, enriching his scholarly repertoire. Led a Minor Research Project sanctioned by UGC, showcasing proactive involvement in scholarly pursuits.
📚 Editorial Engagements:
As an Editorial Board Member for esteemed publications and as a reviewer for the Journal of Applied and Computational Mechanics, his contribution to scholarly discourse is profound.
Technical Proficiency Proficient in various software like Mathcad-2007, Latex, MatLab, Mathematica, and Mathcad, his technical acumen is well-rounded.
📝 Publications: A prolific author, Dr. Gaikwad’s extensive list of research publications, and chapters in books reflect a deep dive into various facets of Thermoelasticity and related mathematical domains.
⭐ Recognition: A noteworthy Scopus and Google Scholar citations list, along with presentations in renowned National and International Conferences, amplifies his academic standing.
📜 Contributions to Books: Chapters in influential books underscore his scholarly impact and contributions to the field of mathematics. Dr. Kishor R. Gaikwad’s journey is a testament to scholarly dedication and an unyielding commitment to advancing mathematical understanding in intricate domains like Thermoelasticity.
Citation Metrics (Google Scholar):
- Citations by: All – 362, Since 2018 – 307
- h-index: All – 11, Since 2018 – 11
- i10 index: All – 15, Since 2018 – 12
Publication TOP NOTE :
Nonhomogeneous heat conduction problem and its thermal deflection due to internal heat generation in a thin hollow circular disk Paper publication in 2012 cite by 44
Two-dimensional steady-state temperature distribution of a thin circular plate due to uniform internal energy generation Paper publication in 2016 cite by 33
Analysis of thermoelastic deformation of a thin hollow circular disk due to partially distributed heat supply Paper publication in 2013 cite by 28
Quasi-static thermoelastic problem of an infinitely long circular cylinder Paper publication in 2010 cite by 22
Axi-symmetric thermoelastic stress analysis of a thin circular plate due to heat generation Paper publication in 2018 cite by 219
Mathematical modelling of thermoelastic problem in a circular sector disk subject to heat generation
Paper publication in 2017 cite by 15
Time Fractional Heat Conduction Problem in a Thin Hollow Circular Disk and It’s Thermal Deflection
Paper publication in 2019 cite by 16
On a Certain Thermoelastic Problem of Temperature and Thermal Stresses in a Thick Circular Plate
Paper publication in 2012 cite by 15
Analysis of transient thermoelastic temperature distribution of a thin circular plate and its thermal deflection under uniform heat generation Paper publication in 2020 cite by 12
Generalized Theory of Magneto-Thermo-Viscoelastic Spherical Cavity Problem under Fractional Order Derivative: State Space Approach Paper publication in 2020 cite by 11