Applied R&D

I am an applied mathematician and engineer specializing in data-driven simulation of complex physical systems, scientific software, and high-performance computing. My work combines reduced-order models, data assimilation, and machine learning with physics-based solvers to produce tools that are fast enough to deploy, interpretable enough to trust, and rigorous enough to use in environmental and energy settings.

Capabilities

Where I create value

The focus is on turning strong research into tools that can support engineering decisions, forecasting workflows, and operational modeling.

Simulation Systems

Fast surrogate and reduced-order models for expensive PDE workflows

From finite element solvers to deployable low-dimensional approximations, I build simulation pipelines that preserve physical structure while reducing turnaround time enough for calibration, design, and forecasting.

Forecasting Pipelines

Data assimilation and uncertainty quantification for operational settings

I use Kalman-type methods, variational ideas, and multi-fidelity algorithms to combine sparse observations with physical models and produce calibrated predictions under uncertainty.

Scientific Software

Research code that behaves like engineering software

I treat software architecture, testing, profiling, documentation, and reproducibility as first-class work, not afterthoughts. That is what makes methods usable outside a paper.

Compute Strategy

HPC-aware implementations for large-scale models

My workflow includes MPI, GPU-aware design, distributed snapshot generation, and Slurm-based deployment, with a constant focus on throughput and maintainability together.

Current work

Digital twins for offshore renewable energy

Current work focuses on scalable multiphysics and uncertainty pipelines that support environmental risk assessment and robust design decisions.

Selected Work

Software I use to push methods into practice

GridapROMs.jl

GridapROMs.jl

Reduced-order modeling toolkit for parameterized PDEs

Built to make high-performance reduced models usable in real computational workflows, including nonlinear, transient, and multi-field systems.

MeteoModels.jl

MeteoModels.jl

Data assimilation tools for weather and geophysical systems

Designed to support scalable forecasting workflows where observations, model error, and uncertainty all need to be handled without excessive complexity.

Highlights

Recent trajectory

2026 - present

TU Delft, DigiOcean4Solar

Developing digital-twin and large-scale multiphysics frameworks for offshore floating solar systems, with forecasting and UQ workflows for reliable design and environmental risk assessment.

2022 - 2025

PhD in Applied Mathematics, Monash University

Built reduced-order methods, tensor compression workflows, unfitted finite element techniques, and scientific software for parameterized PDEs and computational fluid dynamics.

2020 - 2021

R&D internship at CSEM

Worked on topology optimization for compliant aerospace mechanisms under manufacturing and stress constraints, connecting numerical methods to engineering requirements.

Notes

Short writing on methods, software, and modeling practice

See all notes

Project note

What makes a scientific codebase usable beyond its first paper

On why interfaces, tests, benchmarking, and documentation are not polish work but part of the technical result.

Modeling note

Why reduced-order models fail in deployment even when they look good offline

A short view on mismatch, regime coverage, observability, and the difference between compression and reliable prediction.

Forecasting note

Data assimilation as engineering infrastructure, not just inference

How filtering pipelines become operational components when uncertainty needs to drive decisions rather than just estimates.

Practice

A place for compact technical writing

This section is meant for brief, high-signal notes about simulation systems, software architecture, and forecasting workflows.