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Profile Details
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★★★★★
☆☆☆☆☆
USD 45 /hr
Hire Dr. Gaddam S.
India
USD 45 /hr

Senior Scientist at Govt R&D Lab, PhD from IISc, Expert in CFD, FEM and Numerical Analysis, 10+ years of experience

Profile Summary
Subject Matter Expertise
Services
Research Feasibility Study, Technology Scouting, Scientific and Technical Research, Systematic Literature Review
Consulting Scientific and Technical Consulting, Financial Consulting
Data & AI Predictive Modeling, Statistical Analysis, Algorithm Design-Non ML, Algorithm Design-ML
Work Experience

Scientists

Govt R & D lab

September 2023 - Present

Assistant Professor and Faculty

VIT University

August 2020 - May 2023

Postdoctoral Fellow

Indian Institute of Technology Bombay

November 2018 - August 2020

Researcher, Research Associate

Humboldt-Universität zu Berlin

June 2019 - August 2019

Postdoctoral Fellow

Tata Institute of Fundamental Research Centre for Applicable Mathematics Bangalore

June 2018 - October 2018

Education

Doctorate

Indian Institute of Science

July 2012 - April 2018

Certifications
  • CSIR-UGC Junior Research Fellowship (JRF)

    Council of Scientific & Industrial Research (CSIR) & University Grants Commission (UGC)

    June 2012 - Present

  • Graduate Aptitude Test in Engineering (GATE)

    National Coordinating Body (e.g., IISc/IITs)

    April 2012 - Present

Publications
JOURNAL ARTICLE
Gaddam, S., Gudi, T., Porwal, K.(2022). Two new approaches for solving elliptic obstacle problems using discontinuous Galerkin methods . BIT Numerical Mathematics. 62. (1). p. 89-124.
Carstensen, C., Gaddam, S., Nataraj, N., Pani, A.K., Shylaja, D.(2021). Morley finite element method for the von Kármán obstacle problem . ESAIM: Mathematical Modelling and Numerical Analysis. 55. (5). p. 1873-1894.
Gaddam, S., Gudi, T.(2018). Bubbles Enriched Quadratic Finite Element Method for the 3D-Elliptic Obstacle Problem . Computational Methods in Applied Mathematics. 18. (2). p. 223-236.
Gaddam, S., Gudi, T.(2018). Inhomogeneous Dirichlet boundary condition in the a posteriori error control of the obstacle problem . Computers and Mathematics with Applications. 75. (7). p. 2311-2327.
OTHER
Carstensen, C., Gaddam, S., Nataraj, N., Pani, A.K., Shylaja, D.(2020). Morley finite element method for the von kármán obstacle problem . arXiv.