2023
DOI: 10.1016/j.ress.2023.109336
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Damage identification of offshore jacket platforms in a digital twin framework considering optimal sensor placement

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Cited by 11 publications
(3 citation statements)
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“…Wang et al [190] proposed an offshore platform sensor position fractional order optimization method and applied the effective independence method to experimentally study the fractional order placement of the sensors and validated the method with an offshore platform in Jinzhou as an example. A digital twin framework with OSP to accurately calculate the modal response and identify the damage rate of an offshore jacket platform was proposed by Wang et al [191]. The OSP model was validated using a multi-objective Lichtenberg's algorithm for sensor number/location optimization, and the proposed method was validated using an offshore jacket platform.…”
Section: Othersmentioning
confidence: 99%
See 1 more Smart Citation
“…Wang et al [190] proposed an offshore platform sensor position fractional order optimization method and applied the effective independence method to experimentally study the fractional order placement of the sensors and validated the method with an offshore platform in Jinzhou as an example. A digital twin framework with OSP to accurately calculate the modal response and identify the damage rate of an offshore jacket platform was proposed by Wang et al [191]. The OSP model was validated using a multi-objective Lichtenberg's algorithm for sensor number/location optimization, and the proposed method was validated using an offshore jacket platform.…”
Section: Othersmentioning
confidence: 99%
“…Civera et al [204] used the dual objective function of AutoMAC and CrossMAC with the NSGA-II algorithm to investigate Fossano's church. Wang et al [191] proposed a new digital twin (DT) framework based on optimal sensor placement for accurately calculating the modal response and identifying the damage rate of an offshore conduit rack platform. Its OSP model adopts the multi-objective Lichtenberg algorithm (MOLA) for optimizing the number and placement of sensors, which achieves a good balance between the cost of sensors and the accuracy of modal computation.…”
Section: Optimal Sensor Placement Under Multiple Objectivesmentioning
confidence: 99%
“…The OSP problem has garnered attention across various fields for an extended period, as rapid data sampling, analysis, and decision-making for complex systems can be archived with limited measurements. There are tremendous OSP methods developed for structural health monitoring systems [19][20][21], intelligent manufacturing systems [22], fluid control systems [23,24], wireless sensor networks [25], building monitoring systems [26], pipeline systems [27], hydraulic control systems [28], environmental monitoring systems, thermal systems [29], Internet of Things (IoT) systems [30], condition monitoring systems [31,32], etc., and most of these methods are based on high-dimensional data decomposition methods or heuristic optimization algorithms. The data-driven decomposition methods have elegant mathematical expressions, but they are mostly applicable to component-level OSP problems.…”
Section: Introductionmentioning
confidence: 99%