A polynomial-chaos-based statistical finite element method updates displacement predictions from sensor data with algebraic Kalman updates instead of sampling.
Model-Based Monitoring and State Estimation for Digital Twins: The Kalman Filter
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abstract
A digital twin (DT) monitors states of the physical twin (PT) counterpart and provides a number of benefits such as advanced visualizations, fault detection capabilities, and reduced maintenance cost. It is the ability to be able to detect the states inside the DT that enable such benefits. In order to estimate the desired states of a PT, we propose the use of a Kalman Filter (KF). In this tutorial, we provide an introduction and detailed derivation of the KF. We demonstrate the use of KF to monitor and anomaly detection through an incubator system. Our experimental result shows that KF successfully can detect the anomaly during monitoring.
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Mechanical State Estimation with a Polynomial-Chaos-Based Statistical Finite Element Method
A polynomial-chaos-based statistical finite element method updates displacement predictions from sensor data with algebraic Kalman updates instead of sampling.