Full Strain Matrix Estimation in Thin-Walled Structures With Recurrent Inpainting Model

Ángel Cruz-Alonso, Félix Terroba, Alfredo Cuesta-Infante

Abstract:

Thin-walled structures are ubiquitous in industries such as automotive, civil engineering, consumer electronics, or medical devices; and many times these structures, or a significant part of them, can be approximated by a plate as in aerospace and shipbuilding. In order to
prevent damages and increase safety, “on-condition” maintenance is increasingly being used due to the nowadays ability to continuously sensing and processing data in real time. A key feature to assess the probability of damage is the strain caused by loads. In this article, our goal is to estimate the strain in the whole structure based on measurements that only capture a 1.2% of its total surface. We show that the problem is equivalent to reconstructing an image with 98.8% missing pixels and present a novel procedure referred to as the recurrent inpainting model (RIM). We use finite element methods to simulate a thin-walled structure under different loads and create a large data set of instances. Then, we use RIM to carry out the reconstruction task along with tests of robustness against sensor failure, transferability to other sensor morphologies, and generalization to 3D hollow structures. The results in all the tasks clearly outrank the next best deep learning architectures