Research Project

Development of a high-fidelity multiphysics computational framework integrating computational fluid dynamics, electrostatics, and particle tracing to investigate charged aerosol transport and optimize electrostatic particle collection by charge spherical collector.

Duration2023–2024
RolePh.D Researcher
AffiliationDepartment of Mechanical Engineering, IIT Delhi
MethodsComputational Fluid Dynamics (CFD) • Finite Element Method (FEM) • Electrostatics • Lagrangian Particle Tracking • Numerical Simulation
SoftwareCOMSOL Multiphysics • Python
CFD COMSOL Electrostatics Particle Tracking Aerosol Science Multiphysics Modeling Scientific Computing

Developed an interpretable machine learning framework integrating LightGBM, SHAP, and Partial Dependence Plots (PDP) to analyze charged particle rebound, identify dominant physical mechanisms, and optimize electrostatic particle collection.

Duration2024–2025
RolePh.D. Researcher
AffiliationIndian Institute of Technology Delhi
MethodsGradient Boosting (LightGBM) • Explainable Artificial Intelligence (SHAP, PDP) • Feature Importance Analysis • Surrogate Modeling • Computational Fluid Dynamics
SoftwarePython • LightGBM • SHAP • Scikit-learn • COMSOL Multiphysics
Scientific Machine Learning Explainable AI LightGBM SHAP Partial Dependence Plots Surrogate Modeling Electrostatic Particle Collection

Developed a clustering-guided surrogate-assisted optimization framework integrating machine learning, K-means clustering, NSGA-II, TOPSIS, and explainable AI to optimize electrostatic particle collection while minimizing particle rebound.

Duration2024-2025
RolePh.D. Researcher
AffiliationIndian Institute of Technology Delhi
MethodsSurrogate Modeling • K-means Clustering • NSGA-II • TOPSIS • Explainable AI • Multi-objective Optimization
SoftwarePython • LightGBM • Scikit-learn • pymoo • SHAP • Pandas • NumPy
Multi-objective Optimization NSGA-II K-means Clustering Surrogate Modeling Explainable AI TOPSIS Scientific Machine Learning

Developing Bayesian deep learning frameworks for inverse problems by integrating variational inference, deep generative models, Fisher information geometry, and uncertainty quantification for computational science and engineering.

Duration2026–Present
RoleResearcher
AffiliationIndian Institute of Technology Pallakad
MethodsBayesian Inference • Variational Autoencoders • Markov Chain Monte Carlo • Fisher Information Matrix • Scientific Machine Learning
SoftwarePython • TensorFlow • PyTorch • NumPy • SciPy • Matplotlib
Bayesian Inference Scientific Machine Learning Uncertainty Quantification Variational Autoencoders Normalizing Flows Bayesian Inverse Problems Deep Generative Models Fisher Information MCMC