Probabilistic Digital Twins Using Knowledge Graph Inference
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Solution Overview
Problem
Current digital twin creation tools are limited to specific use cases and often incompatible, requiring multiple tools and frequent re-designs, especially in industries with frequent changes, limiting analysis and insight capabilities.
Innovation Solution
Ontology-driven processes are used to define and create digital twins, transforming data into knowledge graphs and then probabilistic graph models to infer implicit knowledge, enabling robust inferencing, prediction, and decision-making through Bayesian learning.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Adaptability or versatility
If multiple digital twin creation tools are used to cover different use cases, then the coverage and versatility of digital twins is improved, but the compatibility and integration between different tools deteriorates
Solution Approach 1:
The patent merges multiple digital twin creation tools into a single unified platform that can handle various use cases (physical space, process, system) within one integrated environment, eliminating the need for multiple separate tools and their associated integration complexities
Solution Approach 2:
The digital twin platform is designed with universal capabilities to create and manage different types of digital twins (building twins, process twins, system twins) using a common set of tools and methodologies, allowing one platform to serve multiple functions that previously required separate specialized tools
2Reliability
If digital twins are frequently redesigned to address changes in the real world counterpart, then the accuracy and relevance of digital twins is improved, but the time and resources required for maintenance deteriorates
Solution Approach 1:
The digital twin platform incorporates dynamic capabilities that allow it to automatically adapt and update in response to changes in the real world counterpart, rather than requiring manual redesign. The system can dynamically modify its representation, update parameters, and adjust its behavior to reflect current conditions without time-consuming redesign processes
Solution Approach 2:
The platform implements feedback mechanisms that continuously monitor changes in the real world and automatically trigger updates to the digital twin, ensuring accuracy is maintained through ongoing information flow rather than periodic manual redesign
3Ease of manufacture
If knowledge graphs are used to represent semantic relationships, then the structure and organization of data is improved, but the ability to infer implicit knowledge deteriorates
Solution Approach 1:
The patent introduces probabilistic graphical models as an intermediary layer between the structured knowledge graph and the inference process. This intermediary enables the system to capture implicit relationships and uncertainties that are not explicitly represented in the knowledge graph, allowing for richer inference while maintaining the organizational benefits of graph structure
Solution Approach 2:
The system transforms the deterministic knowledge graph representation into a probabilistic representation by introducing probability parameters and distributions. This parameter change enables the system to represent uncertainty and infer implicit knowledge while maintaining the structured organization of the graph framework
Data Source
AI summary
Aspects of the present disclosure provide systems, methods, and computer-readable storage media that support ontology driven processes to create digital twins that extend the capabilities of knowledge graphs. A dataset including an ontology and domain data corresponding to a domain associated with the ontology is obtained. A knowledge graph is constructed based on the ontology and the domain data is incorporated into the knowledge graph. The knowledge graph is exploited to derive random variables of a probabilistic graph model. The random variables may be associated with probability distributions, which may include unknown parameters. A learning process is executed to learn the unknown parameters and obtain a joint distribution of the probabilistic graph model, which may enable querying of the probabilistic graph model in a probabilistic and deterministic manner.


