2019 IEEE Intelligent Transportation Systems Conference (ITSC) 2019
DOI: 10.1109/itsc.2019.8917359
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Stationary Spatial Charging Demand Distribution for Commercial Electric Vehicles in Urban Area

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Cited by 10 publications
(6 citation statements)
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“…Therefore, the operational behavior model of electric plug-in taxis (PET) is presented based on environmental uncertainty [85]. In [86], regarding the movements of electric taxis as random walks, the Markov process is used to simulate the distribution of charging demand in static space, while in [87], the random forest (RF) method based on a regression tree is used to predict the driving characteristics of each EV, so as to obtain the travel mode data set of the EV. From the measured charging information and big data mining technology, the EV charging behavior model is presented based on RF and principal component analysis (PCA), which captures the EV with different charging characteristics based on a data-driven model [88].…”
Section: Radial Basis Function [45]mentioning
confidence: 99%
“…Therefore, the operational behavior model of electric plug-in taxis (PET) is presented based on environmental uncertainty [85]. In [86], regarding the movements of electric taxis as random walks, the Markov process is used to simulate the distribution of charging demand in static space, while in [87], the random forest (RF) method based on a regression tree is used to predict the driving characteristics of each EV, so as to obtain the travel mode data set of the EV. From the measured charging information and big data mining technology, the EV charging behavior model is presented based on RF and principal component analysis (PCA), which captures the EV with different charging characteristics based on a data-driven model [88].…”
Section: Radial Basis Function [45]mentioning
confidence: 99%
“…Another line of research focuses on predicting aggregated power consumption of EV charging stations at the power grid level. The existing literature discusses a variety of models including analytical model [11], linear regression [12], ARIMA models [13], [14], machine learning models [14], [15], as well as deep learning models [16], [17]. While these approaches focus on the overall power consumption by EV charging stations, this paper addresses the problem of occupation forecasting for individual charging stations.…”
Section: Related Workmentioning
confidence: 99%
“…Unlike private EVs where charging locations can be easily estimated, the location of charging needs of LDEVs depending on the stochastic trip and relocation activities. To address this issue, we introduce a stochastic model which considers moving activities in the MaaS system as a discrete-time Markov chain, following the preliminary analyses from the authors' prior work [35]. With the zonal representation, the Markov chain regards each zone as a state and the movement between zone i and zone j as the transition probability P ij .…”
Section: Generation Of Stationary Charging Demandmentioning
confidence: 99%
“…where a detailed derivation can be found in [35]. Let K be the average number of trips that an LDEV may complete per unit time, N LDEV be the LDEV fleet size and N w be the number of LDEVs that are awaiting recharging of the battery, we can eventually express the arrival rate of charging demand per unit time in a given zone i as:…”
Section: Generation Of Stationary Charging Demandmentioning
confidence: 99%