Affiliation:
1. Faculty of Electrical Engineering, Gdynia Maritime University, 81-225 Gdynia, Poland
Abstract
The aim of this work, which is an extension of previous research, is a comparative analysis of the results of the dynamic optimization of safe multi-object control, with different representations of the constraints of process state variables. These constraints are generated with an artificial neural network and take movable shapes in the form of a parabola, ellipse, hexagon, and circle. The developed algorithm allows one to determine a safe and optimal trajectory of an object when passing other multi-objects. The obtained results of the simulation tests of the algorithm allow for the selection of the best representation of the motion of passing objects in the form of neural constraints. Moreover, the obtained characteristics of the sensitivity of the object’s trajectory to the inaccuracy of the input data make it possible to select the best representation of the motion of other objects in the form of an excessive approximation area as neural constraints of the control process.
Funder
Electrical Engineering Faculty, Gdynia Maritime University, Poland
Reference37 articles.
1. Bellman, R.E. (2003). Dynamic Programming, Dover Publication.
2. DynaProg: Deterministic Dynamic Programming solver for finite horizon multi-stage decision problems;Miretti;SoftwareX,2021
3. Sundström, O., and Guzzella, L. (2009, January 8–10). A generic dynamic programming Matlab function. Proceedings of the 2009 IEEE Control Applications (CCA) & Intelligent Control (ISIC), St. Petersburg, Russia.
4. Distributed dynamic programming using concurrent object-orientedness with actors visualized by high-level Petri nets;Mikolajczak;Comput. Math. Appl.,1999
5. Floudas, C., and Pardalos, P. (2008). Encyclopedia of Optimization, Springer.
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