- Open Access
Symmetrica: test case for transportation electrification research
© Farid. 2015
- Received: 26 June 2015
- Accepted: 6 October 2015
- Published: 16 October 2015
In recent years, transportation electrification has emerged as a trend to support energy efficiency and CO2 emissions reduction targets. The true success, however, of this trend depends on the successful integration of electric vehicles into the infrastructure systems that support them. In effect, electric vehicles and their supporting charging infrastructure couple the transportation and electrical power systems into a nexus. In the absence of fully deployed large scale electrified transportation systems, this paper argues the need for a transportation electrification test case analogous to those used ubiquitously in the power systems engineering field. It then presents such a test case; aptly called Symmetrica. It consists of a multi-modal electrified transportation system topology, an electric power topology, and activity-based use case data that spans transportation and charging. The paper concludes with several potential research areas where the test case may be applied.
- Transportation electrification
- Electric vehicles
- Smart grids
- Intelligent transportation systems
- Transportation-electricity nexus
In recent years, electrified transportation has emerged as a trend to support energy efficiency and CO2 emissions reduction targets (Anair and Mahmassani 2012; Karabasoglu and Michalek 2013; Pasaoglu et al. 2012; Raykin et al. 2012; Yang and Wu 2012). Relative to their internal combustion vehicle (ICV) counterparts, electric vehicles (EV), be they trains, buses, or cars, have a greater “well-to-wheel” energy efficiency (Soylu 2011; Yang and Wu 2012). They also have the added benefit of not emitting any carbon dioxide in operation and rather shift their emissions to the existing local fleet of power generation facilities (Litman 2013).
The true success of electric vehicles depends on their successful integration with the infrastructure systems that support them. From a transportation perspective, the typical performance of conventional electric cars may have a range of only 150 km (Skippon and Garwood 2011) but may still require several hours to charge (Pointon 2012). This affects when a vehicle can begin its journey and the route it intends to take. From an electricity perspective, the charging loads can draw large power demands which may exceed transformer ratings, cause undesirable line congestion, or voltage deviations (Al Junaibi et al. 2013; Al Junaibi 2013; Al Junaibi and Farid 2013; Kassakian et al. 2011). These loads may be further exacerbated temporally by similar charging patterns driven by similar work and travel lifestyles or geographically by the relative sparsity of charging infrastructure in high demand areas (Al Junaibi and Farid 2013). In effect, the electric vehicles and their supporting charging infrastructure couple the transportation and electrical systems into a nexus.
Transportation-Electricity Nexus (TEN) (Farid 2015a; Viswanath and Farid 2014): A system-of-systems composed of a system with the artifacts necessary to describe at least one mode of transport united with an interdependent system composed of the artifacts necessary to generate, transmit, distribute and consume electricity.
As a result, the performance in the transportation domain can not be studied independently of the performance in the electrical domain. Furthermore, efforts to operate and control the performance in either domain requires an assessment model whose scope includes the functionality of both systems.
The planning, operation and assessment methodologies for a transportation electricity nexus are still very much in the course of development (Farid 2015a; Viswanath and Farid 2014). Although, the individual fields of transportation systems engineering (Barcelo and Kuwahara 2008; Barcelo 2010; Treiber and Kesting 2013) and power systems engineering (Gomez Exposito et al. 2008; Wood and Wollenberg 2014) are well established, the union of these two systems requires new approaches beyond those of each field separately. For example, power systems research has recently made several contributions in coordinated charging (Clement-Nyns et al. 2010; Dyke et al. 2010; Erol-Kantarci et al. 2012; Gan et al. 2013; Gong et al. 2013; Lopes et al. 2011; Ma et al. 2012; Palensky and Dietrich 2011; Pieltain Fernandez et al. 2011; Qian et al. 2011; Saber and Venayagamoorthy 2011; Sortomme et al. 2011) and “vehicle-to-grid” (Kempton and Tomić 2005; Sovacool and Hirsh 2009; Su et al. 2012) stabilization schemes. And yet, these works assume a stationary electric vehicle – thus eliminating its existential nature as a transportation artifact.
The evaluation framework provided by Fig. 1 sheds light on the status of the existing literature. Thus far, to our knowledge, only three studies have considered the coupling between the kinematic and electrical states in a TEN. A simplified (at 10 % scale) study based on the city of Berlin road transportation network has been implemented on MATSIM (Galus et al. 2012). It assumed a home-charging (i.e. always available) use case and thus neglected the impacts of charging station capacity on the power system as well as on the power system. The usage of MATSIM has two implications. It’s in-built traffic model is mesoscopic and therefore average velocities are used to statically estimate the evolution of EV battery state of charge. Second, its simulation engine provides convenient parallel computing. The first full scale electric vehicle integration study (i.e. 1e6 vehicles) was completed in the city of Abu Dhabi (Al Junaibi et al. 2013; Al Junaibi 2013; Al Junaibi and Farid 2013) using the Clean Mobility Simulator (Sonoda et al. 2012). The study also assumed an EV-taxi use case and therefore proposed several charging station topologies as data. Unlike MATSIM, the Clean Mobility Simulator uses a microscopic dynamic traffic model coupled with a detailed dynamical model of electric vehicle characteristics to estimate state of charge. The Abu Dhabi study, unlike (Galus et al. 2012), explicitly included capacity constraints in the transportation, charging, and electrical power infrastructure. Therefore, it sought a more holistic approach to system performance measurement. “Quality of Service” (QOS) (Al Junaibi et al. 2013; Al Junaibi 2013; Al Junaibi and Farid 2013) was introduced as a transportation performance measure to address the availability concerns expressed in EV adoption public attitude surveys. Meanwhile, power system line and bus safety criteria were introduced on the basis of IEEE reliability standards (Al Junaibi et al. 2013; Junaibi 2013; Junaibi and Farid 2013). Finally, a third study sought to compare plug-in electric and online electric vehicles (Ahn et al. 2013; Kim et al. 2013) based upon their fundamentally different vehicle availabilities and charging requirements (Farid 2015a). It used a custom-built parallelized transportation-electrification simulator based on a hybrid dynamic model (Farid 2015a; Viswanath and Farid 2014). None of these studies specifically included the power system topology of their respective geographies.
In light of this literature, this paper’s contribution is two fold. First, it argues the need for a transportation electrification test case analogous to those used ubiquitously in the power systems engineering field. Such a test case can be instrumental in the scientific development of the transportation electrification field as an area of systems research. Furthermore, it can mitigate the inherent challenges of national security and individual data privacy that arise from the nature of the transportation electricity nexus. Second, it presents a fully developed transportation-electricity nexus test case; aptly named “Symmetrica”. It consists of a multi-modal electrified transportation system topology, an electric power topology, and activity-based use case data that spans transportation and charging. By well-situating the developed test case, this work both identifies some of the systems challenges in transportation electrification research and points to interesting directions for their resolution.
The paper, therefore, proceeds as follows. Section ‘The need for a transportation electrification test case’ argues the need for a transportation electrification test case. Section ‘Transportation-electrification test case’ then presents the test case in its entirety in the context of its desirable characteristics. Section ‘Potential applications of the transportation electrification test case’ discusses some of the potential systems research applications in this field. The paper is brought to a conclusion in Section ‘Conclusion’.
This section provides a rationale for the development of a transportation electrification test case. It draws upon previous experiences from the power systems engineering, and transportations systems engineering fields while also considering the emerging trends unique to electrified transportation systems.
Usage of power system test cases
The usage of test cases in the power systems field is the norm. In 1979, the Application of Probability Methods Subcommittee of the IEEE Power Systems Engineering Committee developed the IEEE Reliability Test System (IEEE RTS) (Subcommittee 1979). It was subsequently revised in 1986 (Allan et al. 1986) and 1996 (Grigg et al. 1999). Since that time, several publicly accessible internet-based test case repositories have emerged (Farid 2015b; IEEE PES Distribution System Analysis Subcommittee’s Distribution Test Feeder Working Group 2015; Kavasseri and Ababei 2015; University of Washington Electrical Engineering 2015; Zimmerman et al. 2011). Collectively, they fulfill the original intention of power system test cases: “to satisfy the need for a standardized database to test and compare results from different power system reliability evaluation methodologies” (Grigg et al. 1999). These include power flow analysis, stability studies, state estimation, and contingency analysis (Gomez Exposito et al. 2008; Wood and Wollenberg 2014); all of which investigate different power system performance measures and provide different insights into the reliability of the grid. Furthermore, even in a single study such as power flow analysis, different numerical methods such as Newton-Raphson and Gauss-Seidel are applied depending on the computational environment and convergence requirements. The same committee also recognized that generic test cases can be designed to have universal and/or hybrid characteristics so as to objectively compare evaluation techniques independent of system specific results (Grigg et al. 1999). In that regard, test cases serve a complementary role to data drawn from specific real power systems which would likely exhibit only a subset of the desired characteristics. Given Definition 1 as a superset of the electric power grid, similar reliability studies will ultimately be required when studying a transportation-electricity nexus.
Preservation of critical infrastructure security
Another reason for the usage of test cases is the recognition that real data from a specific system is likely sensitive to critical infrastructure security (Committee on Increasing National Resilience to Hazards and Disasters and Committee on Science Engineering and Public Policy 2012; Department of Homeland Security 2013; Haimes et al. 2008; The White House: Office of the Press Secretary 2013). The security and economic prosperity of daily life depend on functional transportation and power systems. On the power system side, specific system data which may be used to conduct reliability studies and pinpoint operational weaknesses in the power grid may also be subsequently used nefariously by unauthorized personnel. The usage of generic test cases allows the development of reliability methods in the power systems field without sharing sensitive information. On the transportation system side, specific system data (i.e. GIS data) is inevitably available to support commercial and personal daily activity. As a result, much transportation system research uses specific system data. Developing methods in transportation system resilience are able to pinpoint the transportation system artifacts that have the greatest impact on system vulnerability when eliminated (Albert et al. 2000; Farid 2015d; 2014; Harary and Hayes 1993; Holme et al. 2002; Ip and Wang 2011; Najjar and Gaudiot 1990; Rosenkrantz et al. 2009; Salles and Marino 2011; Whitson and Ramirez-Marquez 2009). That said, one must distinguish between the data necessary to support public activity (i.e. maps) and the detailed data (i.e. capacities, traffic patterns) required to conduct accurate and dynamic resilience studies. While the former can remain publicly available, the latter can remain proprietary; thus motivating the development of standardized test cases. Ultimately, these reliability and resilience concerns must be given even greater attention when studying the transportation-electricity nexus as a combination of two critical infrastructures. For example, Hurricane Sandy demonstrated that emergency preparedness and evacuation capability in the greater New York City area depended on both an operational power grid and a fully functional (electrified) public transportation system (Anonymous-DOE 2013; Committee on Increasing National Resilience to Hazards and Disasters and Committee on Science Engineering and Public Policy 2012; Department of Homeland Security 2013; Marcacci 2013; TheWhite House: Office of the Press Secretary 2013).
Supporting a fundamental understanding
Test cases also serve to support a fundamental understanding of systems beyond their specific instances. On the power system side, the IEEE RTS was specifically designed to have a degree of functional heterogeneity not often found in a typical power system (Grigg et al. 1999). Thus, its study can broaden intuition development. Similarly, it is is well known that the radial structure of power distribution systems leads to fundamentally different behaviors (e.g. low terminal voltages) than the mesh structure in transmission systems (Gomez Exposito et al. 2008; Wood and Wollenberg 2014). Test cases have also played an important role in our fundamental understanding of power grid resilience (Albert et al. 2000; Holme et al. 2002) and synchronization (Arenas et al. 2008; Barrat et al. 2008; Lewis 2011; Newman 2009). Both of which depend heavily on abstracted measures of centrality and degree distribution (Barrat et al. 2008; Lewis 2011; Newman 2009). On the transportation system side, again, usage of specific topologies has been the traditional practice. Some prominent researchers, however, have advocated the need for “investigating fundamental issues of traffic dynamics rather than simulating specific road networks” (Treiber and Kesting 2010). These individual positions on the transportation and power systems suggests that as they become increasingly intertwined infrastructures, it will also become increasingly important to understand how to best plan & connect them into a single structure (Farid 2015a; Viswanath and Farid 2014). Furthermore, the dynamic of the combined system (i.e. the TEN) will become increasingly interdependent thus requiring new optimization and control techniques for its operation (Farid 2015a; Viswanath and Farid 2014).
Supporting methodological development
Test cases also serve methodological development of the design, planning and operation of systems well before they are operational. The challenge with large scale systems such as the transportation-electricity nexus is that their behavior emerges often in unexpected ways as they develop (Buede 2009). Consider the case of renewable energy integration. At the level of pilot plant integration, their variability and intermittency has a negligible effect. However, as the penetration rate increases into double digit figures, they have significant technical and economic impacts on the power system (Brouwer et al. 2014; Ela et al. 2009; Holttinen et al. 2012, 2013). These include the need for greater operating reserves, improved operations & control, and increased marginal costs (Muzhikyan et al. 2015a,2015b). Thus, test cases can serve to identify characteristic system behavior and provide ample foresight to avoid and mitigate undesirable effects. The recent Abu Dhabi Transportation-Electrification Study used four hypothetical charging topologies and showed the potential for undesirable charging queues and highly variable charging loads (Al Junaibi et al. 2013; Al Junaibi 2013). Consequently, it recommended planning methods such as optimal placement of charging facilities as well as optimization & control methods within an “Intelligent-Transportation Energy System” (ITES) (Al Junaibi et al. 2013; Al Junaibi 2013). These are further discussed later in Section ‘Potential applications of the transportation electrification test case’. Ultimately, the parameterization of systems into test cases supports not just their fundamental understanding but also the development of methods for their enhancement.
Protection of personal data privacy
Transportation electrification research specifically requires test cases to address personal data privacy concerns. As has been previously reported (Al Junaibi et al. 2013; Junaibi 2013; Junaibi and Farid 2013), electric vehicle integration studies must differentiate between electric vehicles and conventional internal combustion vehicles. Furthermore, each electric vehicle’s state of charge must be resolved so as to determine where, when and how much charging is required. These two requirements suggest microscopic rather than macroscopic traffic simulation studies. In addition to these demanding simulation requirements, electric vehicle integration studies must track not just the number of vehicles moving from an origin to a destination but also each as it undergoes a sequence of moving and stationary events in a vehicle use case. This is in agreement with trends towards “next generation” traffic simulation concepts that feature multi-modality and multi-agency (Passos et al. 2011).
Gathering such data is tantamount to tracking individual vehicles at every point over the course of the day. While the deployment of intelligent transportation systems and connected vehicle technology is increasingly making such an endeavor possible, it nevertheless raises grave privacy and ethical concerns (Hubaux et al. 2004; Kleberger et al. 2011). Test cases that have a set of “virtual” vehicle itineraries over the course of the day such that they mimic traffic patterns spatially and temporally offer a much more promising research methodology. The potential applications identified in Section ‘Potential applications of the transportation electrification test case’ can thus continue to develop in ways that ensure a solid understanding of aggregate system behavior while respecting individual data privacy.
Completeness – a system consisting of the full scope described in Definition 1.
Functional Heterogeneity – a system with several complementary modes of electrification
Moderate Size – a system whose characteristics are large enough to exhibit emergent behavior but small enough to not require excessive computation time
Regular Topology – a system whose structure leads to regular easy-to-predict aggregate behaviors
Regular Demand Data – a system whose inputs leads to regular easy-to-predict aggregate behaviors
Realism – a system which has a strong resemblance to real-life characteristic problems.
Objectivity – a system which discourages undue bias between scenarios.
That said, the test case was not designed to be “optimal” to achieve any particular performance system objective. Rather, it is meant to elucidate emergent behaviors when simulated. As is discussed further in Section ‘Potential applications of the transportation electrification test case’, such approaches are left to future applications of the test case. With these considerations in mind, and in the absence of a real-life test case with the same attributes, the hypothetical test case aptly named “Symmetrica” is developed. While its specific characteristics may differ from the reality of specific regions, its characteristics do offer much in developing insight and intuition into the dynamics of a TEN. The test case’s numerical figures are presented as comma separated value files which may be accessed as part of this paper’s supplementary material or open-sources online (Farid 2015c). The transportation system half of the Symmetrica test case, with slight modification of its values, and omission of the power grid, has been simulated using a previously developed dynamic system model (Farid 2015a; Viswanath and Farid 2014).
Transportation system topology
As shown in Fig. 3, the Symmetrica transportation system topology consists of a suburban 12 × 12 km grid with intersections at every kilometer (for a total of 169). Each road segment has a free speed of 60 km/hr. The corresponding data is provided in a format compatible with several microscopic traffic simulators (Alecsandru 2006; Barcelo 2010; Passos et al. 2011). The choice of a regular suburban grid was made with the understanding that many transportation electrification scenarios occur in this urban or suburban contexts.
Electric power system topology
As shown in Fig. 3, the Symmetrica electric power system topology consists of a 201-Bus 10 kV distribution system consisting of three feeders. Note that the topology has a Y-bus matrix (i.e. adjacency matrix and impedances) that is a constant multiple of the Y-bus matrix in another power system test case reported earlier in the literature (Manuel de Oliveira de Jesus 2007; Ramirez-Rosado and Bernal-Agustin 1998). Rather than impose any specific line or voltage limits, a power flow analysis can be conducted later to examine the feasibility of the voltage levels and line flows as a consequence of simultaneous electric vehicle charging (Al Junaibi et al. 2013; Al Junaibi 2013; Al Junaibi and Farid 2013; Kassakian et al. 2011). As a significant contribution, these buses were assigned GPS coordinates so as to be co-located with the intersections in the transportation system topology. While it is not necessary to provide GPS coordinates for most power system reliability studies, they are absolutely required for holistic studies of a transportation electricity nexus. The choice of a power distribution system was made with the understanding that most electrified transportation systems connect to distribution nodes and exhibit similar characteristic length scales.
Charging system topology
The Symmetrica charging system topology was developed to support both plug-in electric vehicles and wireless online electric vehicles (Ahn et al. 2013; Kim et al. 2013). Both modes of charging deliver a maximum of approximately 62.5 MW charging load – the size of a medium capacity generator. The equivalence in the peak charging rate between the two scenarios was introduced to avoid biasing effects on vehicle travel patterns, and power system balance. The details of each scenario are as follows.
Plugin charging topology
The conventional electrification topology consists of two groups of charging stations. There are 5 charging stations in the city center at coordinates (4,4), (4,8), (8,4), (8,8) and (6,6). These are marked as cyan circles in Fig. 3. Each of these are able to deliver 24 kW to each of 25 vehicles at a time. In order to include the potential for home charging, a charging station was placed at every intersection along the periphery; each delivering 24 kW to each of 50 vehicles at a time. It is important to note that a given intersection here does not represent an individual home where there may only be 1 or 2 spaces to charge in a garage. Instead, the intersections along the periphery represent all of the homes associated with the vehicles that exited Symmetrica through that intersection. Thus, it is a centralized representation of a distributed charging capacity outside of the city. In theory, full electric vehicle deployment suggests ubiquitous home charging and thus this capacity is effectively infinite. (Every vehicle owner should be able to return home to charge). However, a fair comparison with the online electric vehicle case requires that the installed charging capacity of scenarios be equal. Here, the total installed charging capacity is (5)(0.24)(25) + (48)(0.024)(30) = 64.56 MW.
Wireless charging topology
The online electric vehicle topology consists of 13 groups of electrified road segments which appear in Fig. 3 as magenta-colored 2 km × 2 km road crosses. Meanwhile, each of these electrified road segments connects to a magenta-colored bus on the right of Fig. 3. Each road segment is able to deliver 48 kW to each of 25 vehicles at a time. In order to clearly distinguish the differences in system performance between the two modes of electrified transportation, this test case assumes that plugin electric and online electric vehicles are mutually exclusive sets. The wireless charging topology is also capable of delivering up to (4)(13)(0.048)(25) = 62.4 MW of power.
Plugin Version: 50 % conventional vehicles, 50 % plugin electric vehicles
Online Version: 50 % conventional vehicles, 50 % online electric vehicles
Multi-Mode Version: 50 % conventional vehicles, 25 % plugin electric vehicles, 25 % online electric vehicles
The classification of “conventional”, “plugin” and “online” electric vehicle is made on the basis of the nature of the coupling between the vehicle and the charging infrastructure. Conventional vehicles require no such coupling. Plugin electric vehicles couple to charging stations. These represent nodes in both the transportation and electric power system graphs. Online electric vehicles couple to electrified roads. These represent nodes in the electric power system but represent edges in the transportation system. Other vehicle classification systems may be mapped onto these three types. Hybrid electric vehicles (w/o plug-in capability), for example, would appear as “conventional” electric vehicles in this test case.
In all cases, the traffic demand represents a simplification of an average work day. Symmetrica starts the day empty of any vehicles. Vehicles enter from any of the intersections along the symmetric periphery and go to the five work locations which coincide with the five conventional charging stations depicted as cyan circles. The data is presented post-vehicle routing; in other words as a sequence of steps from the periphery to the work location and then back. In such a regular topology, there are many “shortest route” choices between a given origin and destination. For example, there are 6 such routes just from (0,0) to (2,2). The traffic demand consists of all of these shortest routes with the added constraint that such routes must pass through the centers of the electrified road segment crosses depicted in magenta. This ensures that the same traffic demand can be applied in all three data sets without bias. It also serves to more evenly distribute the traffic and not place undue congestion on the electrified roads. Note that the number of routes thus follows an exponential distribution with the required distance between periphery and work location.
The traffic demand makes use of this exponential distribution to generate the timing and congestion in the morning and evening rush hour commutes. For a given origin-destination pair, there are many possible routes. Each of these is initiated every minute, one vehicle at a time, in such a way that they are centered around 8:00 am. A total of 6,086 vehicles are included in the test case. In all, the first vehicles enter Symmetrica at 5:00 am and the end of the morning commute is marked with the last vehicle at 10 am. Upon arriving to the five work locations, the vehicles remain there for 8 h and then return to the Symmetrica periphery intersection from which they entered along the route that they took in the morning. No further assumption is made on the transportation use case (e.g. private usage, taxi, car sharing etc).
Both plugin and online electric vehicles are treated equally except for their method and duration of charging. They begin their day at a full charge at the maximum battery capacity of 10 kWhr. They are assumed to discharge power at a rate of 24 kW when moving at the road free speed of 60 km/hr. These values are within the physical limits of current technology. The online electric vehicles charge only while driving over electrified road segments. The plugin electric vehicles charge immediately upon arrival to work and upon return to home for a duration sufficient to return to full charge.
Test case summary: adherence to desirable characteristics
Completeness – The Symmetrica test case consists of structural elements that meet the full scope of Definition 1.
Functional Heterogeneity – The Symmetrica test case includes both online and plug-in modes of electrified transportation.
Moderate Size – The Symmetrica test case is characterized by 169 nodes and 6,086 vehicles. This scale of numbers has been shown to exhibit emergent behaviors without excessive computation time (Farid 2015a).
Regular Topology – The Symmetrica test case topology has a symmetrical structural and leads to easy-to-predict aggregate behaviors.
Regular Demand Data – The Symmetrica test case demand data has a symmetrical shape in time and leads to regular easy-to-predict aggregate behaviors.
Realism – The Symmetrica test case has a meshed transportation grid to resemble urban city blocks.
Objectivity – The Symmetrica test case has the same number of vehicles in all three traffic demand data sets. The plug-in charging capacity is approximately the same capacity as the online-charging capacity.
The integrated assessment results from the Abu Dhabi electric vehicle integration study motivated the need for an Intelligent Transportation-Energy System (Al Junaibi et al. 2013; Junaibi 2013) which makes coordinated planning and operations time scale decisions across both domains. Some of these potential applications are identified as a roadmap for many future contributions to transportation electrification systems research.
In the planning time scale, the Abu Dhabi electric vehicle integration study showed that the planning of the charging system as the connector of the two infrastructure systems is highly influential in applying or mitigating the overall performance of the TEN (Al Junaibi et al. 2013; Al Junaibi 2013). It was clear that any transportation electrification scenario would have to match the spatial layout and capacity of the electrified transportation use cases to the spatial layout and capacity of the charging infrastructure. One interesting topic is the viability of a radial power grid to serve a meshed transportation network. The investment cost associated with building the charging infrastructure depends very heavily on the number of charging stations and electrified roads, their capacity to charge multiple vehicles simultaneously and the rate at which they do so. Furthermore, particularly high charging loads may require upgrades to power lines and transformers. These investment costs must be matched to the expected adoption or demand for electrified transportation recognizing that inadequate charging infrastructure can degrade the traveler’s experience and degrade the future revenue potential. This balanced view of transportation and power system requirements lends itself to ROI and operations research methods.
Operations management applications
∙ Vehicle Dispatch: When a given EV should undertake a trip (from origin to destination)
∙ Route Choice: Which set of roads and intersections it should take along the way
∙ Charging Station Queue Management: When & where it should charge in light of real-time development of queues
∙ Coordinated Charging: At a given charging station, when the EVs should charge to meet customer departure times and power grid constraints
∙ Vehicle-2-Grid Stabilization: Given the dynamics of the power grid, how can the EVs be used as energy storage for stabilization
How these decisions are made affects traffic congestion, electric vehicle utilization, charging loads and of course the three traditional power system operations objectives of frequency control, line limit control, and voltage control. Therefore, highly granular approaches to shifting the timing, routing, or charging of electric vehicle behavior could cause aggregate system performance improvements. These improvements have different monetary values in private, public and commercial use cases. Furthermore, there exist several opportunities to find optimality across multiple stakeholders. For example, fleet operators or electrified parking lots can coordinate their activities with utilities or curtailment service providers (Palensky and Dietrich 2011; Siano 2014; Strbac 2008). In all, Intelligent Transportation-Energy Systems present a rich area for potential applications.
This work has recognized that transportation electrification represents a rich field in which to conduct systems research. To that end, it has contributed a transportation electricity nexus test case; aptly named “Symmetrica”. It consists of transportation, electric power, and charging system topologies in addition to traffic and charging demand data. The need for a test case was formulated on the basis of a five point argument including 1.) the usage of power systems test cases, 2.) the preservation of critical infrastructure security, 3.) the support of a fundamental understanding of the transportation-electricity nexus, 4.) the support of methodological development and 5.) the protection of personal data privacy. The work concluded with several avenues for future research particularly in planning and operations for an “Intelligent Transportation-Energy System”.
The author do not wish to make any acknowledgements.
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