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Vrije Universiteit Brussel
Business model quantification framework for the core participants of the EV charging marketGoncearuc, Andrei; Sapountzoglou, Nikolaos; De Cauwer, Cedric; Messagie, Maarten;Coosemans, Thierry; Crispeels, ThomasPublished in:34th International Electric Vehicle Symposium and Exhibition (EVS34) Nanjing, Jiangsu, June 25-28, 2021
Publication date:2021
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Citation for published version (APA):Goncearuc, A., Sapountzoglou, N., De Cauwer, C., Messagie, M., Coosemans, T., & Crispeels, T. (Accepted/Inpress). Business model quantification framework for the core participants of the EV charging market. In 34thInternational Electric Vehicle Symposium and Exhibition (EVS34) Nanjing, Jiangsu, June 25-28, 2021 (pp. 1-12)
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34th International Electric Vehicle Symposium and Exhibition 1
34th International Electric Vehicle Symposium and Exhibition (EVS34)
Nanjing, Jiangsu, June 25-28, 2021
Business model quantification framework for the core
participants of the EV charging market
Andrei Goncearuc1,a, Nikolaos Sapountzoglou1, Cedric De Cauwer1, Maarten Messagie1, Thierry
Coosemans1, Thomas Crispeels2
1 ETEC Departement & MOBI Research Group, Vrije Universiteit Brussel (VUB), Pleinlaan 2, Brussel,
2BUTO Department & MOBI Research Group, Vrije Universiteit Brussel, Pleinlaan 2, Brussel
Summary
This paper presents a quantification framework for the business models of the core participants of the electric
vehicles charging market, defining the factors that directly influence their revenues and costs and providing two
sets of earnings before interest and taxes (EBIT) formulas: precise and approximated. The precise formulas
would be useful for business analytics of the current participants of EV charging market, while the
approximated could be applied by the new entrants, to make reliable predictions based on the benchmark data.
Finally, this research applies the defined framework on EBIT scenario of an archetypical charge point operator,
based on the real–life data.
Keywords: business model, charging, EV (electric vehicle), market, market development
1 Introduction
The electric vehicles (EV) market shows an immerse numerical growth over the last decade. A recent study of
the International Energy Agency (IEA) shows that the global EV stock has risen substantially from the total
number of 17,000 units in 2010 to more than 10 million vehicles worldwide in 2020. Obviously, the EV market
is tightly linked with the EV charging market, which, in its turn, shows an impressive development as well. In
2020, the total global number of publicly accessible electric vehicle charge points (EVCPs) had reached 1.3
million units, among which almost 400,000 were fast chargers [1].
However, the evolution of the EV charging market is not only characterized by a numerical growth. The busi-
ness models of the participants of the EV market evolve as well, trying to find the most optimal and viable
solutions. The existing literature on business modelling contains different qualitative frameworks and ap-
proaches with various elements and structures [2][3][4]. However, it is noticeable that these approaches have a
common part, being the quantitative part, which describes a company’s revenues and costs. Thus, the quantita-
tive part of every business model evaluates its profitability and even viability.
Since the EV charging market is relatively new, there is a clear shortage of studies focusing on the quantitative
business models of its participants. The current paper covers this research gap by presenting a business model
quantification framework for the core participants of the EV charging business ecosystem.
34th International Electric Vehicle Symposium and Exhibition 2
1.1 Business modelling approaches
As it was already mentioned, various qualitative business modelling approaches have the common quantitative
part. Table 1 gives an overview of quantitative elements of the three most cited business modelling approaches.
Table 1: Review of the quantitative parts of the most cited qualitative business modelling approaches [2][3][4]
Business modelling
approach
Business Model Canvas
by Osterwalder &
Pigneur [2]
Integrative business
modelling framework by
Richardson [3]
Business model
definition and innovation
framework by Teece [4]
Quantitative part Revenue Streams
Cost Structure
Value Capture Mechanism to capture
value
As it is shown on Table 1, all the quantitative parts of the aforementioned business modelling approaches look
quite similar, trying to capture the value through two main elements, namely revenues and costs, which are, at
the same time, the only elements for the earnings before interest and taxes (EBIT) calculation. Thus, it makes
the EBIT of the company a relatively good indicator of the viability and profitability of the business model on
the short term. The long–term viability of the business model requires the return on investment (ROI) and other
factors investigation and falls out of scope of this research, being a wide research topic on itself.
1.2 EV charging business ecosystem
As it was previously mentioned, the current paper proposes a framework for the quantification of the business
models of the core participants of EV charging business ecosystem. The concept of the business ecosystem was
introduced Moore [5] and can be defined as a set of interrelated entities (individuals and/or organizations) that
interact with each other aiming at creating benefit (or other value). According to Moore, every business
ecosystem comprises three layers of participants depending on their level of involvement. The inner layer of the
business ecosystem is its core, which includes only the entities directly participating into the core business of
the ecosystem, being the direct suppliers and distributors. The mid layer is the extended enterprise, including
not only the core business participants, but also their customers, customers of customers, standard bodies,
indirect suppliers and suppliers of complementary products and services. Finally, the top layer comprises the
whole business ecosystem. It includes both core business and extended enterprise layers, along with all the
other stakeholders, such as policy makers, trade associations, labour unions, investors etc.
The current research focuses only on the core participants of the EV charging business ecosystem, directly
related to the EV charging. According to De Cauwer et al. [6] the structure of the total EV charging value chain
can be divided in four groups of stakeholders. The involvement of these stakeholders into the EV charging
business can be translated into the terms of a business ecosystem as it is visualized on Fig. 1:
Figure 1: EV charging Business Ecosystem [5][6]
34th International Electric Vehicle Symposium and Exhibition 3
Thus, the core of EV charging business ecosystem includes three types of entities [7][8]:
• Equipment Manufacturers (EM): entities producing EVCPs and other charging equipment.
• Charge Point Operators (CPO): entities responsible for management and maintenance of EVCPs.
• Mobile Service Providers (MSP): entities providing access to the EV charging for EV drivers.
2 Methodology for quantification of the business models of the core
participants of EV charging business ecosystem
The following methodology for the quantification of the business models of the core participants of the EV
charging business ecosystem is based on the EBIT concept. The EBIT of a company can be calculated as a
difference between its revenues and costs before taking in consideration interests and taxes [9].
(1)
Considering the fact that various countries and even provinces have their own different taxing systems, the
EBIT concept becomes a relatively convenient way to quantify the business model on a global perspective. The
elements participating into the revenues and cost calculations of the key participants of the EV charging market
are based on the article of Madina et al. [10], validated and/or complemented by the means of the semi-
structured interviews with the key European EV charging market players and findings from other open sources
and publications.
The current section includes the detailed descriptions of the formulas defining the costs, revenues and derived
EBIT of the three core participants of EV charging infrastructure. Although the calculation of EBIT for EMs is
quite straightforward, this is not the case for CPOs and MSPs. The calculation of EBIT for the last two,
depends on multiple factors such as electricity costs, and the location and utilization rate of EVCPs among
others. In order to make use of the precise formulas set, the user has to own the full and detailed data about
every charging session on every controlled EVCP. The approximate set of formulas, on the other hand, allows
for the application of aggregate and average values of the factors, which simplifies data collection and
calculation, making, however, the results less precise. Thus, dependent on the capabilities and preferences of
the user, either a detailed or a simplified version of the framework can be used.
2.1 Equipment Manufacturer
2.1.1 Costs EM
The costs of EV charging EM can be defined by the following formula:
(2)
C Manufacturing : costs related to manufacturing of EVCPs (excluding human resources (HR) costs)
C Amortization : amortization EV charging systems production plant and other machinery
C HR : costs related to HR
C R&D : costs related to research and development activities
C Other : other costs not included in the previous categories
Furthermore, the total costs of manufacturing of EVCPs (C Manufacturing) can be defined as follows:
(3)
𝒚: type of EVCP, from 1 to Z (e.g. 𝒚1: slow AC charging system for residential use; 𝒚2: faster AC charging
system for business locations; 𝒚3: ultra-fast DC charging system for on-the-road charging).
Cy: cost of production of unit 𝒚 (not including the HR costs)
Ny: number of produced units type 𝒚
Thus, the total costs of EV charging equipment manufacturer can be redefined as follows:
34th International Electric Vehicle Symposium and Exhibition 4
(3)
2.1.2 Revenues EM
The total revenues streams of the EV charging EM are, quite obviously, generally dependent on the EVCPs
sales:
(4)
CS Sales : total revenues from the sales of different types of EVCPs
OR EM : other revenues of EV charging equipment manufacturers, not related to sales of EV charging systems.
The total revenues from charging systems sales are dependent on the number of items sold and their price. Thus,
the CS Sales can be defined by the following formula:
(5)
𝐏𝒚: price of EVCP of type 𝒚.
𝐍𝒚: number of EVCPs of type 𝒚 sold.
Thus, the redefined revenue formula of an EV charging systems EM is:
(6)
2.1.3 EBIT EM
Earnings before interest and taxes can be then formulated as the difference between EMs’ revenues and costs:
(7)
(8)
2.2 Charge Point Operator
2.2.1 Costs CPO
The costs of a CPO depend on multiple factors and can be generally defined by the following formula:
(9)
C Infrastructure: includes all the costs related to the infrastructure of EVCPs owned by CPO
C Electricity: cost of electricity bill which is supplied through the EVCPs owned by CPO.
C MP: costs for assessing the marketplace, mainly including the interoperability costs paid by the market
participants to the Roaming Service Providers.
CPO costs related to infrastructure can be defined by the following equation:
(10)
C Depreciation 𝒚: costs of depreciation of owned EVCP type 𝒚
CM&M 𝒚: costs related to the management and maintenance of an EVCP type 𝒚 owned/operated by the CPO
N𝒚: number of EVCPs of type 𝒚
The depreciation cost (C Depreciation) is defined through the methodology chosen by the company itself, based on
the initial investment and expected lifetime of the asset. However, the basic formula for linear depreciation
looks as follows:
(11)
𝐏𝒚: initial investment, being the price of EVCP type 𝒚
𝐈𝒚: initial investment, being the installation costs of EVCP type 𝒚
Ly: defined useful lifetime of EVCP type 𝒚
Sy: salvage value of EVCP of type 𝒚 after the end of its defined useful lifetime (Ly)
34th International Electric Vehicle Symposium and Exhibition 5
According to CREG [11], electricity costs can be divided into variable (per kWh) and fixed. The variable cost
component typically includes energy costs (energy production costs and suppliers’ mark-up), network costs (of
both transmission and distribution) and variable taxes. The fixed component includes taxes charged on yearly
basis [12]. Thus, the electricity costs (C Electricity) of a CPO could be defined by the following formula:
(12)
k: index number of EVCP (ranging from 1 to N) participating into the CPO network
i: index number of charging session (ranging from 1 to n) per EVCP number k
Ei: number of kWh charged during the charging session i at the EVCP number k
Cn: network costs per kWh, which include the transmission and distribution costs
Ces: energy cost per kWh, charged by the energy supplier
Cvt: variable energy taxes paid per kWh
Cft: fixed energy taxes paid on yearly basis
o Approximation: C Electricity
Even though the components of the electricity costs of EV charging paid by a CPO show certain fluctuations
depending on daytime, location of the EVCP, peak loads and other factors, in general, these fluctuations do not
show any significant deviation from the average cost per kWh, which depends on the total yearly energy
consumption of the company [13]. Thus, the equation (12) can be aggregated in the following manner:
(13)
Ce: average electricity cost per kWh
MCy: maximum capacity of kWhs, EVCP type y is able to transmit in 1 year time (24/7 availability)
URy: actual usage rate (in %) of the total maximum capacity (MC) of the EVCP type y
Ny: number of the EVCPs type y
The total CPO costs previously defined in equation (9) can be redefined in the following manner:
(14)
o Approximation: Costs CPO
Furthermore, the total costs defined in the precise equation (14) can be redefined by making use of the
approximated electricity costs calculation defined in the equation (13) in the following manner:
(15)
2.2.2 Revenues CPO
Charge point operators’ revenues depend, in general, on the charging activities on the managed network of
EVCPs:
(16)
TF CPO: total fee received from the charging activities on the CPO charge points network.
OR CPO: other revenues generated by side activities not directly related to the EV charging (e.g. software
subscription fees).
The total fee received from the charging activities (TFCPO) depends, in its turn, on several other factors, defined
by the following formula:
(17)
k: index number of charging point (ranging from 1 to N) participating into the CPO network
𝒊: index number of charging session (ranging from 1 to n) per charging point k
34th International Electric Vehicle Symposium and Exhibition 6
CFCPO 𝒊: CPO charging fee per kWh during the charging session 𝒊 at the charge point k
𝐄𝒊: number of kWh charged during the charging session 𝒊 at the charge point k
Thus, the total CPO revenues defined by the equation (16) can be redefined as follows:
(18)
o Approximation: Revenues CPO
Considering the approximation of energy costs calculation provided in equation (13), the revenues of the CPO
in total and its Ei component in particular can be approximated in the following manner:
(19)
CFCPO y: CPO charging fee, dependent on the type of charging system y
2.2.3 EBITCPO
As it is already mentioned, EBIT of a CPO can be calculated as a difference between its revenues (equation
(18)) and its costs (equation (14)) and defined as follows:
(20)
o Approximation: EBIT CPO
Considering the approximations of CPO’s revenues (equation (19)) and costs (equation (15)), the CPO’s EBIT
can be approximated as follows:
(21)
2.3 Mobile Service Provider (MSP)
2.3.1 Costs MSP
The costs of MSPs can be defined by the following formula:
(22)
TFCPO: total fee paid by MSP to the partner CPOs (see equation (17)) for their customers’ charging
CIT: costs related to management and maintenance of IT platforms and mobile apps (not including the HR costs)
C Other: other MSP costs not included in the previous categories.
Thus, considering the previously defined TFCPO formula, the costs of an MSP can be redefined as follows:
(23)
o Approximation: Costs MSP
The costs formula of an MSP can be approximated by making use of the formulas used in the approximation of
CPO revenues (see equation (19)). Thus, the approximated costs formula of an MSP looks as follows:
(24)
2.3.2 Revenues MSP
The MSPs currently existing in the market follow two different pricing strategies, having direct impact on their
revenue calculation formulas. Therefore, the current research divides the framework for the calculation of
MSPs’ revenues in two parts, namely revenues generated via variable and fixed pricing strategies.
34th International Electric Vehicle Symposium and Exhibition 7
2.3.2.1 Variable price strategy
The charging fee per kWh, that the MSP uses to bill its customer EV users, is variable and dependent on the
initial charging price (CP) determined by the CPO, managing the EVCP, while the MSP adds a fixed mark-up
(MU). Furthermore, the CPO charging price fluctuates, being influenced by different factors (e.g. energy price
at a given moment, EVCP location, etc.), causing the fluctuation of the total charging fees paid by final EV user.
On the one hand, the advantage of this pricing strategy is quite obvious, the MSP transfers the risk of additional
expenses to their customer EV users, maintaining a fixed mark-up. On the other hand, the current approach
increases the degree of uncertainty between the customers, decreasing the customer loyalty. Thus, the revenues
of an MSP following the variable price strategy can be defined by the following equation:
(25)
Var CFMSP: total variable charging fees paid by the EV users
SF: total subscription fees paid by the EV users on yearly (or monthly) basis.
ORMSP: other MSP revenues not related to the EV charging activities
Furthermore, typically, MSPs offer various subscriptions reducing their customers’ fees per kWh in exchange
for a fixed periodical fee. The formula defining the MSP revenues from these subscription fees looks as follows:
(26)
𝒔: number of subscription type (e.g. type 1 – gold; type 2 – silver etc.) ranging from type 1 to type M
SP: subscription price of subscription type 𝒔
NC: number of customers which have purchased the subscription type 𝒔
Thus, the mark-up (MU) of an MSP following the variable pricing strategy is fixed on a predefined value,
while the final price for charging paid by the customer EV user is fluctuating along with the CPO charging fee.
The total variable charging fees (Var CFMSP) of an MSP can be defined by the following formula:
(27)
k: index number of EVCP (from 1 to N) participating into the networks of partner CPOs
𝒊: index number of charging session (ranging from 1 to n) per charging point k
CFCPO: charging fee (of the CPO) per kWh during the charging session 𝒊 at the charge point k
MU: MSP mark-up per kWh on the charging fee (CF) of the CPO for charging session 𝒊 at EVCP k.
𝐄𝒊: number of kWh charged during the charging session 𝒊 at the charge point k
Thus, the redefinition of MSP revenue equation (25) following the variable price strategy looks as follows:
(28)
o Approximation: Variable Revenues MSP
The revenue formula of an MSP using variable price strategy can be approximated by making use of the
formulas used in the approximation of CPO revenues (see equation (19)) as follows:
(29)
2.3.2.2 Fixed price strategy
The charging fee per kWh, that the MSP uses to bill its customers (EV users), is fixed by the MSP and
independent from the fluctuations of the CPO charging price. Obviously, an MSP can follow this strategy only
by adjusting its mark-up to the fluctuations of the CPO charging price. Thus, this strategy increases the degree
of uncertainty about the company revenues, and the degree of customer loyalty. It also increases the number of
new customers, as the risk of higher expenses is born by the company. The revenues of an MSP following the
fixed price strategy can be defined by the following formula:
(30)
34th International Electric Vehicle Symposium and Exhibition 8
Total Fix CFMSP: total fixed charging fees paid by the EV users
SF: total subscription fees paid by the EV users on yearly (or monthly) basis.
ORMSP: other MSP revenues not related to the EV charging activities
It can be noticed that the only difference of the aforementioned formula (equation (28)) with the formula
defining the revenues of the MSP following the variable pricing strategy (equation (30)) lies in the total
charging fee, which has become fixed. Thus, the total charging fee of an MSP following the fixed price strategy
can be defined as follows:
(31)
𝒔: number of subscription type (e.g. type 1 – gold; type 2 – silver etc.) ranging from type 1 to type M
Fix CFMSP: charging fee per kWh fixed by MSP dependent on the subscription type 𝒔
Es: total number of kWh charged by the customer EV users having MSP subscription type 𝒔
The subscription fees (SF) and the other revenue (ORMSP) categories remain similar with the MSPs following
the variable price strategy. Thus, the redefined revenue formula for an MSP (defined in equation (30))
following the fixed price strategy looks as follows:
(32)
2.3.3 EBIT MSP
Considering the fact that the EBIT of a company can be calculated as the difference between its revenues and
costs, the formula of the EBIT of an MSP can be defined in two different ways, depending on the price strategy
it follows. Thus, the EBIT calculation of an MSP following either variable or fixed price strategy uses the
respective revenue formula, while the costs formula remains valid for both.
Thus, the EBIT of an MSP following the variable price strategy looks as follows:
(33)
While the EBIT of an MSP following the fixed price strategy can be defined in the following manner:
(34)
o Approximation: EBITMSP
The aforementioned formulas for the calculation of EBIT of MSPs can be approximated by replacing their
elements related to the CPO charging fee with their approximation from equation (19). Thus, the
approximations of the MSPs EBITs following variable and fixed pricing strategies are given by:
(35)
(36)
34th International Electric Vehicle Symposium and Exhibition 9
3 Application of the defined framework: EBITCPO calculation in
approximation of the real – life use case
The current application serves as a showcase for the calculation mechanism defined in the previous section. A
representative example of all the other formulas for every described entity type of the approximated calculation
of EBIT of an average CPO is provided below. The values of the different parameters presented in Table 2,
have been gathered from chargers in the Vrije Univeristeit Brussel (VUB) campus and from partner companies
such as Powerdale, New Motion, Fastned and EVBox.
Table 2: Aggregated numerical values for the parameters participating into the CPO EBIT calculation
Considering the given assumptions, the CPO gets the following results:
Table 3: Results of the CPO EBIT calculation
Revenues CPO 9 468 000 €
Costs CPO 8 727 800 €
C Depreciation 2 660 000 €
CM&M 2 800 000 €
C Electricity 2 152 800 €
CHR + CMP + C Other 1 115 000 €
EBIT CPO 740 200 €
However, the presented results can serve only as a snapshot of the situation faced by this simulated CPO at a
certain moment. For this reason, it would be useful to simulate the influence on EBIT caused by the changes of
the relevant variables in order to define the power of their influence and define the most critical ones.
# Parameter Symbol Value EVCP type 1
slow AC
charging system
for residential use
EVCP type 2
faster AC
charging system
for business
locations
EVCP type 3
ultra-fast DC
charging system
for on-the-road
charging 1. EV charge point
(EVCP) power
levels
y kW 7.4 11 50
2. Prices Py € 1 000 1 500 20 000
3. Installation costs Iy € 1 000 1 500 3 000
4. Charging fees CFy €/kW 0.30 0.35 0.60 5. Maximum yearly
charging capacity
MCy kWh/year 64000 96000 438000
6. Usage Rate URy % 3
7. Useful lifetime Ly years 10 8. Salvage value Sy % 5 9. HR cost CHR € 1 000 000
10. Cost for accessing
the marketplace CMP € 15 000
11. Number of EVCPs Ny Units 1 000 12. Miscellaneous costs C Other € 100 000
13. Electricity costs CElectricity €/kWh 0.12 14. Management and
maintenance costs
CM&M € 10% of the initial investment in EVCP (P+I)
34th International Electric Vehicle Symposium and Exhibition 10
The aforementioned figures show the percentual influences of increases of the relevant variables on EBIT of
the simulated CPO.
The increase in price and/or installation costs, represented in Fig. 2, has, obviously, a negative influence on the
CPO EBIT. Even though, the initial investment is, in general, considered as capital expenses (CAPEX) and
cannot be a part of EBIT, the negative influence is due to the rise of depreciation costs, that are, among other,
dependent on the amount of initial investment.
Figure 3 presents the increase in number of EVCPs, fixing their initial prices and installation costs. As it can be
observed, in general, the increase in number of chargers shows a relatively positive influence on the CPO’s
EBIT. However, considering the current usage rate of the chargers, the increase of the number of EVCPs type 1
(with the lowest power level of 7,4 kW) shows a slight negative influence. The problem lies in the currently
applicable low usage rate of the chargers, due to the relatively low total number of EVs on the roads. Thus, the
revenues per kWh are not able to cover the expenses. Furthermore, the EBIT rise due to the increase in number
of EVCPs of other types is also related to their utilization rate and if the number of EVCPs would be
significantly higher than the number of EVs, the effect would be the opposite. Thus, the increase in number of
EVCPs would only make sense in the situation where the number of EVs is expected to grow as well.
Figure 4 shows the potential influence in charging fees and electricity price on EBIT. Obviously, the increase in
electricity price causes the reduction of EBIT, as it means the increase in costs, while the increase of charging
fees shows a positive effect. However, it is important to underline that the current simulation does not consider
Figure 2: % Influence of increase of initial
investment (Py, Iy) on EBIT Figure 3: % Influence of increase in number of
EVCPs on EBIT
Figure 5: % Influence of increase in usage rate of
EVCPs of every type on EBIT Figure 4: % Influence of increase in charging fees of
EVCPs of every type and electricity costs on EBIT
34th International Electric Vehicle Symposium and Exhibition 11
the customers’ willingness to pay. Therefore, after a certain point the increase in price would show a negative
effect, due to the loss of customers’ loyalty.
Finally, Fig. 5 shows the effect of increase of usage rate of the chargers on EBIT. As it can be observed, this
parameter has the strongest effect, but is partially dependent on external factors. The crucial factor for the
increase of the usage rate of EVCPs is the increase of number of EVs on the roads. If the number of EVs would
grow high enough, the usage rate would reach its maximum, rising the CPO’s EBIT and motivating the
company to increase the number of EVCPs in its network.
4 Conclusions
The current paper has defined a quantitative business modelling framework for the core participants of the
electrical vehicle (EV) charging business ecosystem. This framework can serve as a good modelling and
analytical tool both for new (or potential) market entrants and for its current participants.
The paper includes two sets of formulas, the precise and approximated one. The precise formula set is mainly
useful for the current participants of the market, as they already have an existing database with values of all the
necessary parameters. These equations can be used as a business analysis tool, allowing these companies to
make more precise and profitable steps in their business development.
The approximated formula set, on the contrary, can be a handy tool for the new EV charging market entrants.
Due to the lack of internal and precise data about every charging session on a high number of charge points,
these companies might not be able to use the precise formula set. However, simulation of their potential costs,
revenues and EBIT will be possible with the approximated formula set.
Finally, it is important to mention that as the EV charging market is currently developing relatively fast, so do
the business models of its participants. This evolution can influence all the aspects of their business models,
including pricing strategies and all the variables participating in this business model quantification framework.
Therefore, it becomes impossible to generalize and apply these defined equations in every case and a
readjustment is deemed necessary on a per site basis.
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Authors
Andrei Goncearuc has obtained a Master of Science degree in International Business and works as a
PhD Researcher at MOBI (Mobility, Logistics & Automotive Technology) Research Team of Vrije
Universiteit Brussel. MOBI is one of Belgium’s leading research centers for electromobility, socio-
economic evaluations for Andrei’s research area includes business aspects of EV charging, along with
innovative business modelling approaches for the emerging technologies in the EV charging
infrastructure (e.g. V2G).
Nikolaos Sapountzoglou received his Diploma in Electrical and Computer Engineering from the
Aristotle University of Thessaloniki (AUTH) in 2015, specializing in Electrical Energy. He obtained his
Ph.D. in 2019 from the Grenoble Electrical Engineering laboratory (G2Elab) of Université Grenoble
Alpes (UGA) as part of the Marie Sklodowska-Curie ITN Incite. His PhD research focused on fault
diagnosis in LV distribution grids with distributed generation. As of 2020, he is working on vehicle-to-
grid projects at Vrije Universiteit Brussel (VUB).
Dr. Cedric De Cauwer obtained his Master’s Degree in Engineering at the Vrije Universiteit Brussel in
2011, with a specialization in vehicle and transport technology. He immediately joined the MOBI re-
search group to work on electric and hybrid vehicle technology. Since 2013, Cedric’s PhD research was
funded by an IWT scholarship and focused on the prediction of energy consumption and driving range
of electric vehicles, and energy-efficient routing. He obtained his PhD in 2017, and has since continued
to apply his expertise in national and international projects. He is currently focused on the integration of
mobility solutions (EVs, autonomous vehicles) into the electricity grid (charging infrastructure, V2G).
Thierry Coosemans obtained his PhD in Engineering Sciences from Ghent University in 2006. After
several years in the industry, he became a member of the MOBI research team at the VUB, where he
works now as the co-director of the EVERGi team on sustainable energy communities. He is currently
involved in the scientific support for the Green Energy Park Zellik, and had an active role in Flanders
Make and the Living Labs EV Flanders. On a European level, Thierry was and is involved in the H2020
and FP7 projects SafeDrive, OPERA4FEV, SuperLIB, Smart EV-VC, Batteries20202, GO4SEM (coord),
FIVEVB, ELIPTIC, MOBILITY4EU, FUTURE-RADAR, OBELICS, INTERCONNECT, ENSEMBLE,
REDIFUEL, CEVOLVER, and RENAISSANCE, which he coordinates. His main research interests are
the development of CO2-neutral Sustainable Local Energy Systems, electric and hybrid propulsion
systems, and the performances of automated EV fleets, including in a V2G perspective. Thierry
Coosemans is an active member of EARPA, EGVIA, the Bridge Initiative and Flux50.
Maarten Messagie manages R&D&I activities at the Vrije Universiteit Brussel (VUB) in order to
support the transition towards a sustainable energy system. He works in the research center MOBI of the
VUB in which he co-leads the research unit EVERGi. The interdisciplinary research unit EVERGi
focusses with +25 dedicated researchers on sustainable multi-energy systems including the integration
of electric (and automated) vehicles, with local energy communities and thermal grids. EVERGi
developed and operates together with the ‘Green Energy Park’ a research co-creation platform and living
lab, demonstrating real-life applications of crucial elements in the energy transition.
Thomas Crispeels is Assistant Professor at the Vrije Universiteit Brussel at the department of Business
Technology and Operations (BUTO). His research is situated in the field of Technology & Innovation,
with a special focus on technology transfer and collaborative R&D in high technology industries such as
the biotechnology and smart logistics industries. Thomas teaches several courses on technology
entrepreneurship and the business economics of high-technology industries.