Reliable machine learning potentials based on artificial neural network
for graphene
- URL: http://arxiv.org/abs/2306.07246v1
- Date: Mon, 12 Jun 2023 17:12:08 GMT
- Title: Reliable machine learning potentials based on artificial neural network
for graphene
- Authors: Akash Singh, Yumeng Li
- Abstract summary: Special 2D structure of graphene enables it to exhibit a wide range of peculiar material properties.
molecular dynamics (MD) simulations are widely adopted for understanding the microscopic origins of their unique properties.
An artificial neural network based interatomic potential has been developed for graphene to represent the potential energy surface.
- Score: 2.115174610040722
- License: http://creativecommons.org/licenses/by/4.0/
- Abstract: Graphene is one of the most researched two dimensional (2D) material due to
its unique combination of mechanical, thermal and electrical properties.
Special 2D structure of graphene enables it to exhibit a wide range of peculiar
material properties like high Young's modulus, high specific strength etc.
which are critical for myriad of applications including light weight structural
materials, multi-functional coating and flexible electronics. It is quite
challenging and costly to experimentally investigate graphene/graphene based
nanocomposites, computational simulations such as molecular dynamics (MD)
simulations are widely adopted for understanding the microscopic origins of
their unique properties. However, disparate results were reported from
computational studies, especially MD simulations using various empirical
inter-atomic potentials. In this work, an artificial neural network based
interatomic potential has been developed for graphene to represent the
potential energy surface based on first principle calculations. The developed
machine learning potential (MLP) facilitates high fidelity MD simulations to
approach the accuracy of ab initio methods but with a fraction of computational
cost, which allows larger simulation size/length, and thereby enables
accelerated discovery/design of graphene-based novel materials. Lattice
parameter, coefficient of thermal expansion (CTE), Young's modulus and yield
strength are estimated using machine learning accelerated MD simulations
(MLMD), which are compared to experimental/first principle calculations from
previous literatures. It is demonstrated that MLMD can capture the dominating
mechanism governing CTE of graphene, including effects from lattice parameter
and out of plane rippling.
Related papers
- Topology-Informed Machine Learning for Efficient Prediction of Solid Oxide Fuel Cell Electrode Polarization [0.0]
Machine learning has emerged as potent computational tool for expediting research and development in solid oxide fuel cell electrodes.
We show a novel approach utilizing persistence representation derived from computational topology.
The artificial neural network can accurately predict the polarization curve of solid oxide fuel cell electrodes.
arXiv Detail & Related papers (2024-10-04T19:00:37Z) - Multi-task learning for molecular electronic structure approaching coupled-cluster accuracy [9.81014501502049]
We develop a unified machine learning method for electronic structures of organic molecules using the gold-standard CCSD(T) calculations as training data.
Tested on hydrocarbon molecules, our model outperforms DFT with the widely-used hybrid and double hybrid functionals in computational costs and prediction accuracy of various quantum chemical properties.
arXiv Detail & Related papers (2024-05-09T19:51:27Z) - A Multi-Grained Symmetric Differential Equation Model for Learning
Protein-Ligand Binding Dynamics [74.93549765488103]
In drug discovery, molecular dynamics simulation provides a powerful tool for predicting binding affinities, estimating transport properties, and exploring pocket sites.
We propose NeuralMD, the first machine learning surrogate that can facilitate numerical MD and provide accurate simulations in protein-ligand binding.
We show the efficiency and effectiveness of NeuralMD, with a 2000$times$ speedup over standard numerical MD simulation and outperforming all other ML approaches by up to 80% under the stability metric.
arXiv Detail & Related papers (2024-01-26T09:35:17Z) - Discovering Interpretable Physical Models using Symbolic Regression and
Discrete Exterior Calculus [55.2480439325792]
We propose a framework that combines Symbolic Regression (SR) and Discrete Exterior Calculus (DEC) for the automated discovery of physical models.
DEC provides building blocks for the discrete analogue of field theories, which are beyond the state-of-the-art applications of SR to physical problems.
We prove the effectiveness of our methodology by re-discovering three models of Continuum Physics from synthetic experimental data.
arXiv Detail & Related papers (2023-10-10T13:23:05Z) - QH9: A Quantum Hamiltonian Prediction Benchmark for QM9 Molecules [69.25826391912368]
We generate a new Quantum Hamiltonian dataset, named as QH9, to provide precise Hamiltonian matrices for 999 or 2998 molecular dynamics trajectories.
We show that current machine learning models have the capacity to predict Hamiltonian matrices for arbitrary molecules.
arXiv Detail & Related papers (2023-06-15T23:39:07Z) - Machine-learning-accelerated simulations to enable automatic surface
reconstruction [2.9599032866864654]
ab initio simulations can in principle predict the structure of material surfaces as a function of thermodynamic variables.
Here, we present a bi-faceted computational loop to predict surface phase diagrams of multi-component materials.
arXiv Detail & Related papers (2023-05-12T04:53:59Z) - ViSNet: an equivariant geometry-enhanced graph neural network with
vector-scalar interactive message passing for molecules [69.05950120497221]
We propose an equivariant geometry-enhanced graph neural network called ViSNet, which elegantly extracts geometric features and efficiently models molecular structures.
Our proposed ViSNet outperforms state-of-the-art approaches on multiple MD benchmarks, including MD17, revised MD17 and MD22, and achieves excellent chemical property prediction on QM9 and Molecule3D datasets.
arXiv Detail & Related papers (2022-10-29T07:12:46Z) - Accurate Machine Learned Quantum-Mechanical Force Fields for
Biomolecular Simulations [51.68332623405432]
Molecular dynamics (MD) simulations allow atomistic insights into chemical and biological processes.
Recently, machine learned force fields (MLFFs) emerged as an alternative means to execute MD simulations.
This work proposes a general approach to constructing accurate MLFFs for large-scale molecular simulations.
arXiv Detail & Related papers (2022-05-17T13:08:28Z) - Gaussian Moments as Physically Inspired Molecular Descriptors for
Accurate and Scalable Machine Learning Potentials [0.0]
We propose a machine learning method for constructing high-dimensional potential energy surfaces based on feed-forward neural networks.
The accuracy of the developed approach in representing both chemical and configurational spaces is comparable to the one of several established machine learning models.
arXiv Detail & Related papers (2021-09-15T16:46:46Z) - BIGDML: Towards Exact Machine Learning Force Fields for Materials [55.944221055171276]
Machine-learning force fields (MLFF) should be accurate, computationally and data efficient, and applicable to molecules, materials, and interfaces thereof.
Here, we introduce the Bravais-Inspired Gradient-Domain Machine Learning approach and demonstrate its ability to construct reliable force fields using a training set with just 10-200 atoms.
arXiv Detail & Related papers (2021-06-08T10:14:57Z) - A Universal Framework for Featurization of Atomistic Systems [0.0]
Reactive force fields based on physics or machine learning can be used to bridge the gap in time and length scales.
We introduce the Gaussian multi-pole (GMP) featurization scheme that utilizes physically-relevant multi-pole expansions of the electron density around atoms.
We demonstrate that GMP-based models can achieve chemical accuracy for the QM9 dataset, and their accuracy remains reasonable even when extrapolating to new elements.
arXiv Detail & Related papers (2021-02-04T03:11:00Z)
This list is automatically generated from the titles and abstracts of the papers in this site.
This site does not guarantee the quality of this site (including all information) and is not responsible for any consequences.