Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

GIFR: A Graph-Informed Functional Regression Model for Process- Structure-Property Relationships Discovery

View through CrossRef
High Temperature Superconductors (HTS) have demonstrated profound applications in capital-intensive industries. These high-field applications of superconductors have led to high demand for cost-effective superconducting tapes on a large scale. However, challenges arise from the instability in the growth conditions during the HTS manufacturing process, leading to nonuniform tape performance. This nonuniformity has, in turn, hindered the broad commercialization of HTS. To address this issue, it is critical to understand the Process-Structure-Property (PSP) relationships in the HTS manufacturing process and develop appropriate monitoring tools with enhanced interpretability and reproducibility. In this study, we present a novel approach, a graph-informed functional regression (GIFR) model, to achieve two primary objectives. The first objective is to unearth the intricate interactions among multivariate time series data, allowing for the systematic investigation and visualization of the underlying PSP relationships. The second objective is to leverage these PSP relationships to real-time predict and monitor the uniformity of tape performance in the HTS manufacturing process. The proposed GIFR model seamlessly integrates the discovered PSP relationships from a functional graphical model, with a functional regression model for real-time uniformity prediction and monitoring. The evaluation of our model using real data from HTS tapes demonstrates that the GIFR model can effectively discover PSP relationships and enable improved prediction of HTS tapes' uniformity compared to other benchmark models.
Title: GIFR: A Graph-Informed Functional Regression Model for Process- Structure-Property Relationships Discovery
Description:
High Temperature Superconductors (HTS) have demonstrated profound applications in capital-intensive industries.
These high-field applications of superconductors have led to high demand for cost-effective superconducting tapes on a large scale.
However, challenges arise from the instability in the growth conditions during the HTS manufacturing process, leading to nonuniform tape performance.
This nonuniformity has, in turn, hindered the broad commercialization of HTS.
To address this issue, it is critical to understand the Process-Structure-Property (PSP) relationships in the HTS manufacturing process and develop appropriate monitoring tools with enhanced interpretability and reproducibility.
In this study, we present a novel approach, a graph-informed functional regression (GIFR) model, to achieve two primary objectives.
The first objective is to unearth the intricate interactions among multivariate time series data, allowing for the systematic investigation and visualization of the underlying PSP relationships.
The second objective is to leverage these PSP relationships to real-time predict and monitor the uniformity of tape performance in the HTS manufacturing process.
The proposed GIFR model seamlessly integrates the discovered PSP relationships from a functional graphical model, with a functional regression model for real-time uniformity prediction and monitoring.
The evaluation of our model using real data from HTS tapes demonstrates that the GIFR model can effectively discover PSP relationships and enable improved prediction of HTS tapes' uniformity compared to other benchmark models.

Related Results

Abstract 902: Explainable AI: Graph machine learning for response prediction and biomarker discovery
Abstract 902: Explainable AI: Graph machine learning for response prediction and biomarker discovery
Abstract Accurately predicting drug sensitivity and understanding what is driving it are major challenges in drug discovery. Graphs are a natural framework for captu...
Effect of property management on property price: a case study in HK
Effect of property management on property price: a case study in HK
PurposeIt has been said that people's expectation towards their living space has been increased. They have a higher requirement not only for the facilities it provides, but also fo...
Domination of Polynomial with Application
Domination of Polynomial with Application
In this paper, .We .initiate the study of domination. polynomial , consider G=(V,E) be a simple, finite, and directed graph without. isolated. vertex .We present a study of the Ira...
A tight Erdős-Pósa function for planar minors
A tight Erdős-Pósa function for planar minors
Let F be a family of graphs. Then for every graph G the maximum number of disjoint subgraphs of G, each isomorphic to a member of F, is at most the minimum size of a set of vertice...
Property rights in martial law
Property rights in martial law
The article is devoted to the study of property rights in martial law, the definition of «forced alienation of property» and «seizure of property», reveals their characteristics. ...
Drug–target affinity prediction with extended graph learning-convolutional networks
Drug–target affinity prediction with extended graph learning-convolutional networks
Abstract Background High-performance computing plays a pivotal role in computer-aided drug design, a field that holds significant promise in pharmac...
The Complexity of Pencil Graph and Line Pencil Graph
The Complexity of Pencil Graph and Line Pencil Graph
Let ???? be a linked and undirected graph. Every linked graph ???? must contain a spanning tree ????, which is a subgraph of ????that is a tree and contain all the nodes of ????. T...
Subgraph Mining
Subgraph Mining
The amount of available data is increasing very fast. With this data, the desire for data mining is also growing. More and larger databases have to be searched to find interesting ...

Back to Top