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Sparse and low-rank methods in structural system identification and monitoring
Author(s) -
Satish Nagarajaiah
Publication year - 2017
Publication title -
procedia engineering
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.32
H-Index - 74
ISSN - 1877-7058
DOI - 10.1016/j.proeng.2017.09.153
Subject(s) - rank (graph theory) , structural health monitoring , identification (biology) , sparse approximation , computer science , representation (politics) , sparse matrix , data mining , system identification , inverse problem , matrix (chemical analysis) , data structure , algorithm , engineering , mathematics , materials science , physics , structural engineering , law , mathematical analysis , biology , quantum mechanics , political science , gaussian , measure (data warehouse) , botany , combinatorics , politics , composite material , programming language
This paper presents sparse and low-rank methods for explicit modeling and harnessing the data structure to address the inverse problems in structural dynamics, identification, and data-driven health monitoring. In particular, it is shown that the structural dynamic features and damage information, intrinsic within the structural vibration response measurement data, possesses sparse and low-rank structure, which can be effectively modeled and processed by emerging mathematical tools such as sparse representation (SR), and low-rank matrix decomposition. It is also discussed that explicitly modeling and harnessing the sparse and low-rank data structure could benefit future work in developing data-driven approaches towards rapid, unsupervised, and effective system identification, damage detection, as well as massive SHM data sensing and management

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