The author studies, in this paper, some problems in the context of Gelenbe network (G-network) and Energy Packet Network (EPN) models. He presents a simplified model of an EPN that can be mathematically expressed by a system of equations, whose nodes include distributed energy generators, energy storage and energy consumers. The author investigates the maximal amount of work done per unit of time in the EPN. He formulates this as an optimization problem and analyzes its optimal solutions analytically.
Recensione dell'articolo:(Yin, Yonghua - " Optimum energy for energy packet networks. " - Probab. Engrg. Inform. Sci. 31 (2017), no. 4, 516–539.) MR3705310 MathSciNet ISSN 2167-5163
Leonardo Pasini
2018-01-01
Abstract
The author studies, in this paper, some problems in the context of Gelenbe network (G-network) and Energy Packet Network (EPN) models. He presents a simplified model of an EPN that can be mathematically expressed by a system of equations, whose nodes include distributed energy generators, energy storage and energy consumers. The author investigates the maximal amount of work done per unit of time in the EPN. He formulates this as an optimization problem and analyzes its optimal solutions analytically.File in questo prodotto:
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