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Multiscale Computational Science

Multiscale phenomena are the starting point of our research. Engineering behavior emerges from coupled mechanisms that span electronic structure, atoms, molecular and mesoscale organization, evolving features, and continuum transport. We develop models at each relevant scale and connect them with physics-based and data-driven scale-bridging methods, allowing information to move from fundamental mechanisms to engineering prediction while retaining physical meaning. This framework is shared across semiconductor processing, functional materials, and equipment-scale systems.

What we work on

01

Multiscale & multiphysics formulation

We begin by identifying the phenomena, state variables, and interfaces that control an engineering problem across length and time. Quantum chemistry, molecular organization, transport, mechanics, and field effects may each require a different description. We formulate them as a connected system in which each model operates at the scale where its physics remains valid.

Length & time scalesCoupled physicsState variables
02

First-principles & atomistic simulation

DFT, ab-initio molecular dynamics, and classical or reactive molecular dynamics resolve electronic energetics, chemical reactions, defects, interfaces, impact, and deformation. Applications span plasma–surface reactions, adsorption and deposition chemistry, wafer-bonding interfaces, and the molecular mechanisms of functional materials.

DFTVASPMDLAMMPSReaxFF
03

Mesoscale & coarse-grained modeling

Coarse-grained molecular dynamics, dissipative particle dynamics, and kinetic Monte Carlo extend simulation to collective behavior and longer time scales. We use them to study molecular organization, phase separation, viscoelasticity, microstructure evolution, and thin-film growth that cannot be represented efficiently at full atomistic resolution.

CG MDDPDkMCIBI
04

Feature-scale & continuum multiphysics

Feature-scale and continuum models translate microscopic reaction and transport data into engineering observables. DSMC and level-set methods predict transport and profile evolution inside patterned features, while CFD and finite-element models describe reactor behavior, equipment conditions, and continuum material response.

DSMCLevel-setCFDFEM
05

Data-driven scale bridging

AI connects models whose accuracy and computational cost differ by orders of magnitude. Machine-learning force fields extend first-principles information to larger atomistic systems, while surrogate and reduced-order models transfer microscopic results into feature- and equipment-scale calculations. Active learning and uncertainty quantification identify where new data or higher-fidelity physics is required.

MLFFSevenNetSurrogateROMUQ
Quantum-to-continuum modeling chain applied to polymer nanocomposites
The same quantum-to-continuum chain applied to polymer nanocomposites: DFT, molecular dynamics, coarse-grained models, and continuum analysis.

How we work

Electronic & atomistic
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DFT

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VASP

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Ab-initio MD

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LAMMPS

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ReaxFF

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OVITO

Mesoscale
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Structure-based coarse-graining

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IBI

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CG MD

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DPD

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kMC

Feature & continuum
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DSMC

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Level-set profile evolution

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Ansys Fluent

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Chemkin

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FEM

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Homogenization

Scale bridging
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MLFF

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Graph neural-network potentials

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Reduced-order modeling

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Active learning

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Uncertainty quantification

Selected papers in this area

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