2020
DOI: 10.48550/arxiv.2004.04026
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Physics-Informed Neural Networks for Non-linear System Identification for Power System Dynamics

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“…Remark 3.1: The structure of the friction compensator ( 9) is embedded in the PGNN-II structure defined in (17). This can be seen by using a direct feedthrough for the physics-guided layer, i.e., T (x 1 ) = x 1 in ( 16), choosing hidden layer weights zero, i.e., W 3,2 = 0, and physics-guided layer weights W 3,PGL = 0 m fv fv fc fc .…”
Section: Pgnn-ii: Physics-guided Structure Designmentioning
confidence: 99%
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“…Remark 3.1: The structure of the friction compensator ( 9) is embedded in the PGNN-II structure defined in (17). This can be seen by using a direct feedthrough for the physics-guided layer, i.e., T (x 1 ) = x 1 in ( 16), choosing hidden layer weights zero, i.e., W 3,2 = 0, and physics-guided layer weights W 3,PGL = 0 m fv fv fc fc .…”
Section: Pgnn-ii: Physics-guided Structure Designmentioning
confidence: 99%
“…Therein, the physical guidance consists of using a physics-based loss function (cost to be minimized during training), which penalizes the deviation of NN outputs from compliance with an available physicsbased model. This approach has also been termed as physicsinformed neural networks (PINNs) in [17] (see also the references therein), where it was applied to identification of nonlinear power systems dynamics. Recently, a physics-guided architecture for NNs was also proposed in [18] and applied to a lake temperature estimation problem.…”
Section: Introductionmentioning
confidence: 99%