Dr. SUSAM BORAL | Computational Nanotechnology | Best Researcher Award
Research Fellow at Trinity College Dublin, Ireland.
📌 Dr. Susam Boral is a Research Fellow at Trinity College Dublin, specializing in mathematical modeling, wave interactions, and hydroelasticity. He earned his Ph.D. in Hydroelasticity from IIT Kharagpur (2022) and has held research positions at Harbin Engineering University and IIT Kharagpur. His expertise includes two-point boundary value problems, dissipative nonlinear Schrödinger equations, and potential flow analysis. Dr. Boral has organized international workshops, collaborated with esteemed institutions like Cambridge University and the University of Newcastle, and published extensively in high-impact journals.
Professional Profile:
Education 🎓
- 📍 Executive PG Certification in Data Science & AI – IIT Roorkee & Intellipaat (2024–Present)
- 📍 Ph.D. in Hydroelasticity – IIT Kharagpur (2022)
- 📍 M.Sc. in Applied Mathematics – University of Calcutta (2018)
- 📍 B.Sc. in Mathematics (Hons.) – University of Calcutta (2016)
Experience 🏆
- 🔬 Research Fellow, Trinity College Dublin, Ireland (Nov 2024 – Present)
- 🏗️ Postdoctoral Fellow, Harbin Engineering University, China (June 2023 – Oct 2024)
- 🔍 Research Associate, IIT Kharagpur, India (March 2023)
Professional Development & Achievements 📚
- 🏅 CSIR Senior Research Fellowship, India (2020–2022)
- 🏅 CSIR Junior Research Fellowship, India (2018–2020)
- 🏆 First Rank in M.Sc. & B.Sc. Mathematics, University of Calcutta
- 🌍 Visiting Researcher, Isaac Newton Institute, Cambridge University (2023)
- 🌏 SPARC Visiting Scholar, University of Newcastle, Australia (2020)
- 🎓 Workshop Organizer, International Workshop on Mathematics of Sea Ice and Ice Sheets (MOSSI) (2023–2024)
Publication Top Notes
📖 The role of viscoelastic foundation on flexural gravity wave blocking in shallow water –📑 16 citations | 📅 2021
🌊 Bragg scattering of long flexural gravity waves by an array of submerged trenches and the analysis of blocking dynamics –  📑 15 citations | 📅 2021
🧊 Bragg scattering of flexural-gravity waves by a series of polynyas in the context of blocking dynamics – 📑 12 citations | 📅 2023
🌊 Time-dependent flexural gravity wave scattering due to uneven bottom in the paradigm of blocking dynamics – 📑 9 citations | 📅 2023
🔍 Gravity wave interaction with an articulated submerged plate resting on a Winkler foundation – 📑 9 citations | 📅 2022