Abstract

Plug-in Electric Vehicles (PEVs) play a pivotal role in transportation electrification. The flexible nature of PEVs' charging demand can be utilized for reducing charging cost as well as optimizing the operating cost of power and transportation networks. Utilizing charging flexibility of geographically spread PEVs requires design and implementation of efficient optimization algorithms. There is a synergy between electro mobility (e-Mobility) infrastructures (including charging stations) and PEVs. In this paper, we introduce a holistic framework to model interdependent nature of power systems and electrified transportation networks, enhance the operational performance of these systems as a network-of-networks, and explain the required information exchange via coupling agents (e.g., PEVs and charging stations). We develop a holistic framework that enables distributed coordination of interdependent networks through the IoT lens. To this end, we propose to use a fully distributed consensus+innovations approach. This iterative algorithm achieves a distributed solution of the decision making for each agent through local computations and limited communication with other neighboring agents that are influential in that specific decision. For instance, the optimal routing decision of a PEV involves a different set of agents as compared with the optimal charging strategy of the same PEV. The exogenous information from an external network/agent can affect internal operation of the other agents. For instance, having some information about traffic congestion at the transportation networks changes the decision of PEVs to charge their battery at another location. Our approach constitutes solving an iterative problem, which utilizes communication at the smart city layer, as a network of infrastructures, including power grid and electrified transportation network, that enables fully distributed coordination of agents. Fully distributed decision making enables scalability of the solution and plug-and-play capability, as well as increasing the information privacy of PEVs by only requiring limited local information exchange with neighboring agents. We investigate a detailed application of our framework for interdependent power systems and electrified transportation networks. To this end, we first identify the functionalities, constraints, objectives, and decision variables of each network. Then, we investigate the interdependent interactions among these networks and their corresponding agents.

Highlights

  • In order to deal with this infeasibility, we leverage the flexibility from the mobility viewpoint, i.e., we reduce the value of b parameter which is coupled with the mobility pattern of Plug-in Electric Vehicles (PEVs)

  • Our distributed iterative algorithm achieves a distributed solution of decision making for each agent through local computations and limited communication with other neighboring agents that are influential in that specific decision

  • The optimal routing decision of a PEV involves a different set of agents as compared with optimal charging strategy of the same PEV

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Summary

INTRODUCTION

We propose to bridge this gap by defining an IoT-based communications with different time-scales, which is comparatively more realistic than formulating the optimal operation of coupled networks as a centralized problem This allows for multiple layers of information exchange that is explained in the application-wise motivation. Several applications benefited from consensus+innovations algorithms, including but not limited to distributed energy management in power grids [79], [80], distributed inference for the IoT [29], distributed sensing in networked systems [81], distributed charge coordination of PEVs [82], distributed economic dispatch [83], and distributed coordination of microgrids [84] One of our assumptions is having a connected communication graph, i.e., each agent needs to at least be connected with one of the agents in the same network to reach an optimal decision using local information exchange, i.e., by inferring information about network using limited information from its neighbors

ORGANIZATION The rest of this paper is structured as follows
DESCRIPTION OF THE PROPOSED FRAMEWORK
GENERAL PROBLEM FORMULATION
OPTIMALITY CONDITIONS
AGENT-BASED DISTRIBUTED ALGORITHM
VIII. CASE STUDY
DISTRIBUTED CHARGE COORDINATION APPROACH
MANAGING THE PEVS CHARGING DEMAND USING THEIR SPATIOTEMPORAL FLEXIBILITY
ILLUSTRATIVE EXAMPLE
ENABLING FEASIBLE SOLUTION BY MANAGING MOBILITY PATTERNS
Findings
CONCLUSION
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