Machine Learning Model for Rapid Density of State Prediction
Find Innovative SolutionsGenerate Solutions
Solution Overview
Problem
Conventional methods for predicting the electronic structure of materials, such as density functional theory (DFT), are inefficient as they require excessive time and resources to achieve high accuracy, making it impractical for rapid estimation of multiple materials.
Innovation Solution
A method using a trained model that converts input data on material elements into a grid image, determines principal component vectors, and generates a density of state graph for each energy level, allowing for rapid and accurate prediction of electronic structures by leveraging pre-input data from similar materials.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Measurement precision
If DFT (density functional theory) is used to estimate the DOS of a material, then the accuracy of the electronic structure prediction is improved, but the time required for the prediction increases significantly (about 2-3 days for a single material)
Solution Approach 1:
The patent applies preliminary action by pre-calculating and storing DOS data for multiple reference materials in a database before actual prediction tasks. When a new material needs prediction, the system quickly retrieves and processes pre-computed data through machine learning models, avoiding the need to perform time-consuming DFT calculations from scratch for each material, thus reducing prediction time while maintaining accuracy
Solution Approach 2:
The patent uses copying by creating machine learning models that replicate the behavior of expensive DFT calculations. The trained models copy the essential physics and chemistry relationships learned from DFT data, enabling rapid predictions that approximate DFT accuracy without requiring actual DFT computation for each new material
2Measurement precision
If DFT is used to estimate the DOS of multiple materials, then high accuracy is achieved, but the total time and computational cost become excessive
Solution Approach 1:
The patent implements universality by developing a machine learning framework that can predict DOS for multiple different materials using a single trained model. The model is trained on diverse reference materials and can then universally apply to predict DOS for new materials with similar compositions, enabling high-throughput screening of multiple materials at speeds much faster than individual DFT calculations
Solution Approach 2:
The patent uses copying by creating machine learning models that replicate the behavior of expensive DFT calculations. The trained models copy the essential physics and chemistry relationships learned from DFT data, enabling rapid predictions that approximate DFT accuracy without requiring actual DFT computation for each new material
3Loss of time
If conventional methods are used for rapid prediction, then prediction time is reduced, but the accuracy of the electronic structure prediction becomes low
Solution Approach 1:
The patent uses copying by creating machine learning models that replicate the behavior of expensive DFT calculations. The trained models copy the essential physics and chemistry relationships learned from DFT data, enabling rapid predictions that approximate DFT accuracy without requiring actual DFT computation for each new material
Solution Approach 2:
The patent applies parameter changes by transitioning from first-principles DFT calculations with fixed high computational parameters to machine learning models with optimized inference parameters. The ML models use pre-trained parameters from DFT data but operate with much lower computational overhead during prediction, achieving a balance between speed and accuracy
Data Source
AI summary
A method, performed by an electronic device, of predicting an electronic structure of a material includes: receiving input data of a user related to elements constituting the first material; applying the received input data to a trained model for estimating a density of state of the first material; and outputting a first graph indicating the density of state for each energy level of the first material output from the trained model, wherein the trained model is trained to generate the first graph based on pre-input data about a plurality of second materials composed of at least some of the elements constituting the first material and a plurality of second graphs representing the density of state for each energy level of the plurality of second materials.


