Capstone Projects

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Graphical abstract
A Reduced Order Model on Nonlinear Manifolds using Interpretable Variational Autoencoders

Year: 2021–2022

Student Trainees: Peiyi Chen

Faculty Advisors: Johann Guilleminot

Other Authors: Tianchen Hu

An interpretable variational autoencoder-based nonlinear manifold reduced-order model improves simulation efficiency for complex, advection-dominated problems. The approach achieves comparable accuracy to traditional linear models using a much smaller latent space while providing insight into the learned nonlinear manifolds.

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graphical abstract
Combining Methods of Machine Learning and Elastodynamics to Reduce the Cost of Viscoelastic Nanocomposite Predictions

Year: 2021–2022

Student Trainees: Yingfan Wang, Nicholas Finan

Faculty Advisors: L. Catherine Brinson, Cynthia D. Rudin

Other Authors: NA

In order to predict the complete behavior of complex microstructural materials, one accurate canonical solution is 3D finite element modeling (FEM). This method offers physically accurate predictions for microstructures of high complexity but incurs a large computational cost in doing so.

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project 3
Operator learning for computational homogenization on 2D material

Year: 2021–2022

Student Trainees: Yixin Tan, Hao Zhang

Faculty Advisors: Johann Guilleminot, Jianfeng Lu

Other Authors: NA

Computational homogenization is a well-employed scheme to calculate the ”averaged” property of the multi-scale materials that have both large computational domain while small characteristic scale.

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project 4
Single-phase hierarchical phononic metamaterial templates with effectively scale-separated band gaps

Year: 2021–2022

Student Trainees: Zhi Chen

Faculty Advisors: L. Catherine Brinson, Cynthia D. Rudin

Other Authors: Mary Bastawrous

Hierarchical phononic materials have sparked interest as they can manipulate the dispersive characteristics of vibrational waves at multiple frequency ranges. Typically, the hierarchical length scales are relatively close, which makes multiscale methods unsuitable. Thus, the design process can only be carried out on a fine grid, which significantly increases the computational cost.

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project 5
Deep inverse design on hydrophobic patches on DNA origami for mesoscale assembly of superlattices.

Year: 2022–2023

Student Trainees: Po-An Lin, Ben Ren

Faculty Advisors: Gaurav Arya, Jordan Milton Malof

Other Authors: Leslie Collins

We plan to work on inverse-designing the hydrophobic patches on DNA origami for mesoscale assembly of superlattices. This problem is important as understanding the complex assembly rules of patchy DNA origami will create avenues for functioning mesoscale materials with practical applications, such as therapeutics, drug delivery, or metamaterials.

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Project 6
Operator Learning for Predicting Fracture Paths in Heterogeneous Materials

Year: 2022–2023

Student Trainees: Ariana Quek, JinYi Yong

Faculty Advisors: Johann Guilleminot

Other Authors: NA

We present a data-driven approximation framework of a phase field model for brittle fracture. The proposed approach aims to alleviate the computational cost associated with full-scale simulations in studying brittle fracture in heterogeneous materials; where the fracture toughness of the material is spatially varying.

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project 7
Predicting the mechanical response profile of porous materials via their microstructures

Year: 2022–2023

Student Trainees: Winston Lindqwister, Jacob Peloquin

Faculty Advisors: Ken Gall

Other Authors: Manolis Veveakis

Porous media represent a wide range of materials that have yet to be fully understood and present a challenge in being harnessed to their full capacity. From rocks to bones, the ubiquity of porous materials across engineering disciplines cannot be overstated.

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project 8
Applied Machine Learning as a Driver for Biomedical Polymers

Year: 2022–2023

Student Trainees: Sam McDonald, Quinn Lanners

Faculty Advisors: Cynthia D. Rudin, L. Catherine Brinson

Other Authors: Emily Augustine, Matthew Becker

Polymers are ubiquitous to almost every aspect of modern society and their use in medical products is similarly pervasive. Despite this, the diversity in commercial polymers used in medicine is stunningly low.

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Project 9
Machine Learning Guided Optimization of Hydrogel Composition for Enhanced Metal

Year: 2023–2024

Student Trainees: Darryl Taylor, Vasishta Somayaji, Daniel Michael

Faculty Advisors: Jie Liu, Wilkins Aquino

Other Authors: Andrew Jones

This interdisciplinary research project combines expertise in material science and machine learning to address the environmental challenges associated with metal extraction, specifically focusing on strategic metals like nickel, cobalt, and lithium. The team aims to develop nanocellulose/cyclodextrin-based hydrogels that efficiently and selectively capture these metals from aqueous [...]

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Project 10
Enhancing Solar Cell Performance through Machine Learning: A 2D Perovskite Perspective

Year: 2023–2024

Student Trainees: Migon Choi, Aiden Sable, Nicky Ramos

Faculty Advisors: Olivier Delaire

Other Authors: Hai Li, David Mitzi

Two-dimensional (2D) perovskites are emerging as promising candidates to address the stability issues of three-dimensional perovskites. However, the application of machine learning (ML) to predict the performance of 2D perovskite solar cells is still in its infancy. Furthermore, organic cation spacers in 2D perovskites are often omitted in predictions of solar cell performance.

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Project 11
Inverse Design of Quasicrystals and Complex Nanoparticle Architectures formed at Interface of Two Mediums through ML Approaches.

Year: 2023–2024

Student Trainees: Safak Callioglu, Jack McErlean

Faculty Advisors: Gaurav Arya

Other Authors: Hau-Tieng Wu

Nanoparticle assemblies have attracted considerable interest due to their various industrial applications, which motivate the discovery of untraditional complex nanoparticle architectures.

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Project 12
Retrieving Structured Data from Polymer Nanocomposite Literature using LLMs

Year: 2023–2024

Student Trainees: Defne Çirci, Ghazal Khalighinejad

Faculty Advisors: L. Catherine Brinson

Other Authors: Bhuwan Dhingra

Automated materials synthesis requires historical data, but extracting detailed data and metadata from publications is challenging. In this project, we develop strategies for using large language models (LLMs) for rapid, autonomous data extraction from materials science articles in a format curatable by a materials database.

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Project 13
Towards transition path sampling, an off-policy learning approach for energy manifolds

Year: 2024–2025

Student Trainees: Alexander Bonacci, JinYi Yong

Faculty Advisors: Johann Guilleminot

Other Authors: John Dolbow

Understanding transition paths in molecular systems is key to uncovering rare but essential events that govern transitions between metastable states, such as conformational changes and chemical reactions. Traditional molecular dynamics (MD) simulations often struggle to capture these phenomena due to the immense timescales and dimensionality involved.

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Project 14
A general, domain-agnostic approach for the inverse design of complex microstructures

Year: 2024–2025

Student Trainees: Yiyang Sun, Anlan Chen, Yasha Saxena

Faculty Advisors: Cynthia D. Rudin, L. Catherine Brinson

Other Authors: Tatiana Segura

In this project, we aim to develop a general framework to calculate system behaviors from microstructure images. To establish the generalizability of the approach, we employ convolutional neural networks (CNNs) to process microstructure images from two domains - polymer nanocomposites (PNCs) and granular biomaterials.

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Project 15
Inverse Design of Acoustic Metamaterials using Diffusion Models

Year: 2024–2025

Student Trainees: Daniel Duke, Han Zhang

Faculty Advisors: Gaurav Arya, L. Catherine Brinson

Other Authors: NA

The inverse design of acoustic metamaterials presents significant challenges due to the complex, non-intuitive mapping between desired acoustic properties and corresponding geometries. This project explores the application of diffusion models to solve this problem, leveraging their proven capability in handling one-to-many mappings.

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Project 16
Extracting Anomalous Data from Materials Science Images with Machine Learning

Year: 2024–2025

Student Trainees: Tyler Wilson, Ja’Nya Breeden, Io Saito

Faculty Advisors: L. Catherine Brinson, Olivier Delaire

Other Authors: Jian Pei

In many scientific fields it is imperative to analyze data in numerical or image formats. However, there are many challenges that accompany this process. Image data of experimental signals from materials science often contains features which hinder both qualitative and quantitative analysis in the form of anomalies.

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Project 17
Machine learning based optical metasurfaces design for signal processing

Year: 2025–2026

Student Trainees: Yuruo Zheng

Faculty Advisors:

Other Authors: Jiaren Tan, Natalia Litchinitser

Optical metasurfaces enable compact and ultrafast analog optical computing functions such as spatial and temporal differentiation, which are critical for edge detection, motion sensing, and real-time signal processing.

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Project 18
A Data-efficient Multi-property Design of Electroactive Polymer Formulations via Bayesian Optimization

Year: 2025–2026

Student Trainees: Zijie Xu

Faculty Advisors: Xiaoyue Ni, Simon Mak

Other Authors: Yilei Bu, Feilin Feng, Jingtong Ma, Matthew Becker

Data-efficient optimization of multifunctional polymer systems remains challenging because of high-dimensional formulation spaces and competing property requirements. Here, we present a multi-objective Bayesian optimization (BO) framework for accelerated design of electroactive polymer (EAP) formulations, demonstrated on PEDOT:PSS/PVA composite films.

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Project 19
Effects of Crystal Symmetry Encoding on Large Language Models for Crystal Structure Prediction

Year: 2025–2026

Student Trainees: Gabriel Graf

Faculty Advisors: Volker Blum

Other Authors: Oliver You, Andy Kapoor

Crystal structure prediction (CSP) is a foundational component of high-throughput materials discovery and design. Despite the success of classical CSP methods, their applicability to large, complex systems of physical interest has been limited by the computational cost of methodically exploring an exponentially large configuration space.