2020 International Conference on Advanced Mechatronic Systems (ICAMechS) 2020
DOI: 10.1109/icamechs49982.2020.9310150
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A Data-driven MPC Algorithm for Bridge Cranes

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Cited by 3 publications
(5 citation statements)
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“…Magnified results of switching mechanisms η 1 , η 2 , and η 3 as previously expressed in equation ( 25) for the operationalization of multiple nodes are further illustrated through Figures 15(a)-(c). In particular, regulation of the involved switching mechanisms would solely rely on the control variable error of ÀT h > e j ðtÞ > T h in accordance to the normalized Gaussian function as formerly stated in equation (26). Observed through Figure 14, multiple nodes were activated ensuing a comparatively higher control variable error response that surpassed the error threshold of T h ¼ ± 0.05 yielded between respective simulated intervals of 0-1.1 s, 0-0.6 s, and 0-1.4 s for the individual factors of e 1 ðtÞ, e 2 ðtÞ, and e 3 ðtÞ.…”
Section: Implementation and Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Magnified results of switching mechanisms η 1 , η 2 , and η 3 as previously expressed in equation ( 25) for the operationalization of multiple nodes are further illustrated through Figures 15(a)-(c). In particular, regulation of the involved switching mechanisms would solely rely on the control variable error of ÀT h > e j ðtÞ > T h in accordance to the normalized Gaussian function as formerly stated in equation (26). Observed through Figure 14, multiple nodes were activated ensuing a comparatively higher control variable error response that surpassed the error threshold of T h ¼ ± 0.05 yielded between respective simulated intervals of 0-1.1 s, 0-0.6 s, and 0-1.4 s for the individual factors of e 1 ðtÞ, e 2 ðtÞ, and e 3 ðtÞ.…”
Section: Implementation and Resultsmentioning
confidence: 99%
“…24 Comparative study in terms of position and swing angle was further undertaken by Solihin et al 25 in the year 2019 among the current metaheuristic-based algorithms such as PSO, cuckoo search (CS), and differential evolution (DE) towards the optimization of fuzzy controller within a gantry crane system. However, Bayesian optimizer (BO) was especially operationalized by Bao et al 26 against the PID controller in the year 2020 for the tuning of data-driven model predictive controller (MPC) with absence of analytical model knowledge concerning the implemented crane system. Such was prior to the suggested implementation of fully informed particle swarm optimization (FIPSO) by Valluru et al 27 within both multi-loop linear-PID and nonlinear-PID controllers of a crane system.…”
Section: Introductionmentioning
confidence: 99%
“…In this paper, we use a Bayesian optimization (BO) strategy to do so. Similar to the work [37], parameter tuning is summarized in Algorithm 1. Our goal is to update effectively the hyperparameters when new data is observed.…”
Section: P-mpc Controller Parameter Tuningmentioning
confidence: 99%
“…It mainly includes three modules: a closed-loop experimental module, a closed-loop control module, and a Bayes-based controller parameter optimization and model learning module [36]. Following [37], we designed a dual-layer control architecture. An inner controller aims to quickly suppress the swing angle, while an outer one can handle control constraints and state ones.…”
Section: Introductionmentioning
confidence: 99%
“…Para asegurar el movimiento sin oscilaciones y la precisión de posicionamiento al trasladar cargas se han planteado sistemas que utilizan múltiples cables actuados para que, combinando la tensión entre ellos pueda disminuirse la oscilación del gancho [5]. Otras soluciones incluyen sistemas de control predictivo [6] y algoritmos de inteligencia artificial que contienen redes neuronales, lógica difusa y algoritmos genéticos [7]. Pero la implementación de estos algoritmos necesita de entradas reales tales como el ángulo de oscilación del cable, el cual se puede obtener mediante visión artificial [8] [9].…”
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