Papers & Surveys

Must-read benchmark papers and technical surveys (no news or industry reports)

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20 resources

CP-Agent: A Harness-Engineered Agent for Crystal Plasticity Simulation Workflows

Materials
CP-Agent is an agentic harness for crystal plasticity simulation workflows in polycrystalline metals, automating heterogeneous tool configuration, multi-step data pipeline orchestration, and constitutive parameter calibration against experiments.
See LICENSE file crystal plasticitypolycrystalline metalssimulation workflow

Charge Regulation Mediated Interaction of Amphoteric Nanoparticle Surfaces

Materials
Uses explicit-ion molecular dynamics and charge-regulation Monte Carlo simulations to compute the interaction force between two spherical, charge-regulated amphoteric nanoparticles, addressing how adjustable surface ionization governs their electrostatic interaction behavior.
See LICENSE file amphoteric nanoparticlescharge regulationmolecular dynamics

Discrete Quality-Factor Control in a Side-Coupled Photonic Crystal Microcavity: Evanescent Bloch Tunnelling and the Finite-Cell Correction

Electromagnetics
This paper studies electromagnetic control of resonance and quality factor in a side-coupled microcavity made from a two-dimensional photonic crystal of silicon rods in an aqueous analyte. It uses plane-wave expansion and finite-difference time-domain computation to examine evanescent Bloch tunnelling and finite-cell corrections.
See LICENSE file photonic crystal microcavityelectromagnetic simulationquality-factor control

Lagrangian and Hamiltonian Neural Networks With a Dissipative System

Multibody
This paper investigates Lagrangian and Hamiltonian neural network models for dissipative mechanical systems with explicit time dependence, using damped and undamped one-dimensional harmonic oscillators as simulated systems.
See LICENSE file Lagrangian Neural NetworksHamiltonian Neural NetworksDissipative Systems

When Does Domain Adaptation Help on Physical Vibration Sensors? A Held-Out-Bearing Study of Neural-Operator and Convolutional Models

Structural
This paper studies rolling-element bearing fault diagnosis from vibration, a physical-sensing task, under operating-condition shift and a held-out-bearing protocol. It compares neural-operator and convolutional models while assigning each physical bearing entirely to either training or testing.
See LICENSE file Bearing Vibration DiagnosisDomain AdaptationNeural Operators

Modelling Non-Linear Aeroelastic Loads in Long-Span Bridges with Extreme Learning Machines

Structural
This paper applies extreme learning machines to model aerodynamic self-excited forces in long-span bridge-deck cross-sections, supporting the prediction of aerodynamic instabilities and bridge safety. The approach uses forced-oscillation data from CFD or wind-tunnel experiments.
See LICENSE file aeroelasticitylong-span bridgesextreme learning machines

Continuous-Time Trajectory Generation from Discrete Observations with Stochasticity

ScientificML
PhiBE-Flow targets physical systems with stochastic evolution, generating continuous-time trajectories consistent with probability densities inferred from discrete observations by estimating the induced probability velocity field.
See LICENSE file continuous-time trajectory generationdiscrete observationsstochastic physical systems

Stochastic Physics-Constrained Operator Inference for Complex Systems

ScientificML
SPOpInf is a non-intrusive method that learns stochastic differential equations from data for quadratically nonlinear systems with additive noise, supporting reduced-order modeling of complex stochastic dynamics and turbulent flows.
See LICENSE file stochastic operator inferencestochastic differential equationreduced-order modeling

Wave Breaking and Structure-Preserving Fully Discrete Method for Stochastic Camassa–Holm Equation with Additive Noise

Fluid Dynamics
This paper studies wave breaking and a structure-preserving fully discrete method for the stochastic Camassa–Holm equation, a nonlinear shallow-water wave model with additive random forcing. It analyzes finite-time wave breakdown and derives an initial-slope condition under an additional moment assumption.
See LICENSE file Stochastic shallow-water wavesCamassa–Holm equationWave breaking
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