2. gain high-efficient bi-directional DC-DC converter classes are
proposed by using four switches and three switches used bi-
directional dc-dc converter [17],[18]. This converter also
suffers fromhigh losses. To achieve high efficiency by
reducing the number of switches.A bi-directional dc-dc
converter with two switches is presented in [19].
The main challenge in DC microgrid is to implement a
suitable power management algorithm to maintain stability
[20], [21]. A dynamic power management algorithm is
proposed in this paper is capable of maintaining the proper
power sharing among the microgrid participants. The main
functions of dynamicpower management are to provide a
constant supply voltage at common bus bar by keepingthe
battery and supercapacitor SOC within the limits.Lastly, the
real-timeimplementation of the dynamic power
managementwas done by the help ofVIRTEX-7 FPGA kit
through Xilinx system generator.
II. SYSTEM DESCRIPTION
The wind-solar sources based DC microgridaccompanying
with energy storage systems connected to the common DC bus
bar through the high-gain high-efficiency processing stages is
shown in Fig.1. Wind -solar sources are the primary generating
sources in the DC microgrid system.The ESS assists the extra
power needed when the generation is less than the load
requirement. Also, stores the excess power available at the
common DC bus bar. As described in the introduction, the
combination of battery and supercapacitor maintains the
constant voltage at DC bus bar evenunder the variations of load
or weather conditions. To improve the efficiency of DC
microgrid by minimizing the stress,the high-gain high-efficient
DC-DC convertersare used in place of conventional converters.
Also, the ESS is connected to common DC bus bar through the
bi-directional high-gain high-efficient converters for gaining
the high voltage levels with reduced losses. The power balance
equationfor the DC microgrid system is given by
Pwn+Ppv=Pload+Psc+Pbat (1)
Where Pwn is the instantaneous power generated by wind
source; Ppvis the instantaneous power generated by PV
source;Ploadis the power demanded by theloadin watts; Pscand
Pbatare the amount of power flowing from/to the
supercapacitor and battery bank respectively.All the powers
are in watts. The system specifications are listed in below
Table. I.
III. DYNAMIC CONTROL STRATEGY
Upon finalizing the converter topologies and type of energy
source/storage devices, what follows next is the control of
these converters. The wind turbine DC-DC converter is
controlled by using Kalman MPPT algorithm. Time update
and measurement update for the Kalman MPPT is given in
Table I.
Fig 1. DC microgrid system with high gain interfacing converters for traction applications.
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3. TABLE I. KALMAN ALGORITHM
Measurement Update(Correct) Time Update (Predict)
ሾሿ ൌ ሾሿെሾሾሿെ ሿെͳ
ƒ…– ሾሿ ൌ
ƒ…– ሾሿെ ሾሿሾ”‡ˆ ሾሿ
െ
ƒ…– ሾሿെሿ
ሾሿ ൌ ൣͳ െ ሾሿ൧ሾሿെ
ƒ…– ሾͳሿ=
ƒ…– ሾሿ
ሾሿെሾെͳሿ
ሾሿെሾെͳሿ
ሾͳሿെ ൌ ሾሿ
In this method, initially the Kalman gain ሾሿ is computed.
Later, the estimated voltage
ƒ…– ሾሿ and error covariance ሾሿ
are updated respectively. In the time update the succeeding
voltage
ƒ…– ሾͳሿ and error covariance ሾͳሿെ are predicted
corresponding to
ƒ…– ሾሿሾሿ . Therefore the estimated voltage
ƒ…– ሾͳሿ is closer to MPP than the actual value
ƒ…– ሾሿ. Where
Q is the process noise of the plant.
The ESS provides required energy supply/absorption to
maintain constant voltage at the DC link bus.Hence, The main
role of the controller is to operate the converters of the
particular energy storing device depending upon the system
operating conditions. To perform this task a dual loop control
is used to calculate the amount of current supplied/absorbed
to/from the ESS to maintain aconstant voltage at the bus bar. A
voltage controller with PI control is engaged to generate
reference current that is to be supplied/absorbed by the ESS.
Further, a current control is preferredforbattery and
supercapacitor bank for power flow. The error in DC link
voltage (Verror)is supplied to the voltage controller and the
reference current generated is given by
Iref(s)=( kp+ (ki/s)) ×Verror (2)
where kp is the proportional gain and kiis the integral gain.
The generated current reference(Iref) is separated and supplied
to the battery reference current and supercapacitor reference
current using alow-pass filter (LPF). The reference currents of
the battery (Ibat)and supercapacitor (Isc)are thus given by
Ibat(s)=Iref(s) ×H(s) (3)
H(s) =ω/(s+ω) (4)
Isc(s)=Iref(s)-Ibat(s) (5)
Where H(s) is the transfer function of the low-pass filter
with a cut-off frequency of ωrad/s. It is chosen as 100 Hz,
therefore high frequency the alterations are compensated by the
supercapacitor to improve the lifetime of the battery.
Depending on the reference currents generated, the power is
managed by the ESS depending on the SOC of theparticular
device. The cutoff frequency of The flow chart for the control
algorithm is given in Fig.3.
TABLE I. SYSTEM PARAMETERS
Parameter Specification
PV array voltage (MPP) 50 V
PV cell current (MPP) 50 A
Wind Turbine DC voltage (MPP) 150 V
Wind Turbine DC current (MPP) 10 A
Supercapacitor voltage 34 V
Supercapacitor module capacitance 58 F
Battery voltage (nominal) 40 V
Battery current(nominal) 20 A
BLDC motor rating 3 hp
BLDC motor input voltage 400 V
TABLE II. CONTROL PARAMETERS USED FOR ANALYSIS
Parameter Specification
VDC,Ref 400 V
Switching frequency 20 KHz
ω 2×3.14×100 rad/s
Sampling period 5 μs
The reference current is generated after checking SOC of
the ESS. This reference current is supplied to the inner current
loop for generating the pulses for the converters of the
ESS.Important control parameters considered for this analysis
are shown in Table II.
Fig. 2. Flow chart of the controller employed for ESS
Fig. 3. Energy management Controller employed for ESS.
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4. IV. HARDWARE-IN-LOOP ANALYSIS OF THE CONTROLLER
FPGA is the good tool for checking the Real-time
implementation of the control algorithm. It eliminates the
complexity and huge cost incurred by hardware components.
The task of themodelling, converting and programming ofthe
controller is performed by Xilinx system generator (XSG) of
the FPGA kit. XSG is a part of theMATLAB/SIMULINK
software. JTAG cable performs the task of hardware-in-loop
by connecting PC and FPGA kit.
Xilinx blocks of the dynamic power
managementcontrollerareshown in Fig. 4. Xilinx blocks used in
above figure are constant, addition, gateway-in, gateway-out,
m-code, delay, counter, assert, cast, cmult and relational
blocks.Xilinx modelling of the supercapacitor charging current
controller and battery discharging current controller isshown in
Fig. 4.The “Battery discharge current controller” and
“Supercapacitor charging current controller also resembles the
Fig. 4. The bilinear transformation is used to convert the low
pass filter from Laplace domain into discrete domain. The
discrete low pass filter has been realised using direct form-I.
The important FPGA resources utilized during the
implementation of the given controller is tabulated in Table
III.Fig. 5 displays the Zynq ZC702 FPGA-based hardware-in-
loop experimental setup used for analysis.
TABLE III. FPGA RESOURCE UTILIZATION
Resource Available Utilized % of utilisation
Slice LUT’s 53200 3037 5.71
Slice Registers 106400 1286 1.21
Block RAM tiles 140 2 1.43
V. RESULTS AND DISCUSSION
The DC microgrid system under considerationas shown in
Fig. 1 is modelled and analysedwith the help of
MATLAB/SIMULINK. In order to assure the performance of
the controller under different system variations in solar
irradiance, wind speed and load torque of the BLDC motor
done as follows.
x Solar irradiance is maintained at 1000 W/m2
from 0 to
3 s and it is reducedto 800 W/m2
within the duration of
3 to 5 s.Finally, it is maintained up to 10 s.
x The wind speed of 12 m/s is increased linearly to 14
m/s with in the duration of 1s to 4 s and is maintained
constant up to 10 s.
x The Load torque of 1 Nm is applied to the BLDC
motor from 0 to 1 s. a step change of 2 Nm load
torque is applied at 2.5 s and 3.5 Nm at 3.5 s. Again it
is reduced to 2 Nm at 9s and maintained up to 10 s.
Case 1: In this case all the microgrid participants are
considered and SOC of the ESS also confined to the limits.
Case 2: In this case PV source is neglected and all other
microgrid participants are considered. Also, SOC of the ESS
also within the limits.
Fig. 4. Xilinx modelling of the important sections of the controller
Fig. 5.Experimental test bench for hardware-in-loop analysis of the
controller
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5. The power flow among the wind turbine, PV array, battery
bank, supercapacitor bank and BLDC motor as shown in Fig.
6. It is confirmed from the Fig. 6,that there is a stable power
flow among the microgrid partakersadhering to the load torque,
wind power and PV power variations due to the dynamicaction
of the controller. Fig.7 displaysthe power-sharing amongst the
microgrid partakers in the absence of PV generation. It can be
observed that the power demanded by the load is satisfied by
the battery and supercapacitor.Similarly, the battery and
supercapacitor bank voltage, current and SOC variations can be
observed from Figs. 8 9 respectively. It can be observed
from Figs. 8 9 that there is a suitable power flow among the
ESS (excluding at the starting) such that always high-frequency
variations (above 100 Hz) taken care by supercapacitor to
reduce the stress on the battery. The terminal voltage and
currents extracted from the wind turbine and solar array by
using Kalman MPPT is shown in Fig. 11. The voltage and the
current at the common DC bus bar are shown in Fig.12.
Therefore, it is assured that the voltage at the DC link bus bar
is maintained constant irrespective of the load torque change.
The mechanical parameters of the solar car are shown in Fig.
13, from the figure we can assure that the speed of the rotor is
changing inversely proportional to the load torque. The high-
gain high-efficient converters are capable ofboosting the low
voltage of the PV array, wind turbine and the ESS to 400 V
with improved efficiency. Also, the controller is able to
maintain the DC microgrid instableconditionirrespective of the
other system parameter abnormalities.
Fig 11.Wind parameters under case 2 (a) Voltage (b) Current
Fig.10.PV parameters under case 1 (a) Voltage (b) Current
Fig. 9.Supercapacitor parameters under case 2 (a) voltage (b) current (c) SOC
Fig.8.Battery bank parameters under case 2 (a) voltage (b) current (c) SOC
Fig. 7. Power flow among the microgrid participants under case 2.
Fig.6.Power flow among the microgrid participants under case 1.
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6. VI. CONCLUSION
Anextreme increase in environmental pollutants
discharging from ICE based vehicles necessitates
theintegration of clean/renewable energy into the automotive
industry. In this viewpoint,a DC microgrid incorporating PV
array and wind turbine as generating sourceaccompanied with
ESS containing supercapacitor and battery bank has been
proposed in this paper. The high stresses and high losses
associatedwith conventional DC-DC converters for high-
voltage applications are overcame by high-gain high-efficient
DC-DC converters.In order to control the power flow from/to
the ESS under different system conditions are done by dual
loop controller.In order to validate the performance of the
controller,the changes is done in load torque and PV
irradiance.Finally, the controlleris modelled and confirmed
using hardware-in-loop co-simulation employing ZYNQ
ZC702 FPGA evaluation kit for its performance and the
synthesis details are tabulated.
ACKNOWLEDGMENT
This work is supported by the REC Transmission
ProjectsCompany Limited Grant RECTPCL/CSR/2016-
17/693.
REFERENCES :
[1] E. Akhavan-Rezai, M. F. Shaaban, E. F. El-Saadany and F. Karray,
Managing Demand for Plug-in Electric Vehicles in Unbalanced LV
Systems With Photovoltaics, in IEEE Transactions on Industrial
Informatics, vol. 13, no. 3, pp. 1057-1067, June 2017.
[2] Y. Li, Z. Xu and K. P. Wong, Advanced Control Strategies of PMSG-
Based Wind Turbines for System Inertia Support, in IEEE Transactions
on Power Systems, vol. 32, no. 4, pp. 3027-3037, July 2017.
[3] Y. Sun, J. Zhong, Z. Li, W. Tian and M. Shahidehpour, Stochastic
Scheduling of Battery-Based Energy Storage Transportation System
With the Penetration of Wind Power, in IEEE Transactions on
Sustainable Energy, vol. 8, no. 1, pp. 135-144, Jan. 2017.
[4] Marcelo Gradella Villalva, Jonas Rafael Gazoli and Ernesto Ruppert
Filho, “Comprehensive Approach to Modelling and Simulation of
Photovoltaic Arrays”, in IEEE Trans. on Power Electr., vol. 24, iss. 5,
pp. 1198 – 1208, May 2009.
[5] B. O. Kang and J. H. Park, Kalman filter MPPT method for a solar
inverter, in IEEE Power and Energy Conference at Illinois, Champaign,
IL, 2011, pp. 1-5.P. Kreczanik, P. Venet, A. Hijazi, and G. Clerc, “Study
of supercapacitor ageing and lifetime estimation according to voltage,
temperature, and RMS current,” inIEEE Trans. Ind. Electron., vol. 61,
no. 9, pp. 4895–4902, Sep. 2014.
[6] Giovanni Dotelli, Roberto Ferrero, Paola Gallo Stampino,
SaverioLatorrata and Sergio Toscani, “SupercapacitorSizing for
FastPowerDips in a HybridSupercapacitor-PEMFuelCellSystem”, in
IEEE Trans. on Instru.. And Meas.,iss. 99, pp. 1 - 8, Oct. 2016.
[7] N. Kawakami et al., Development of a 500-kW Modular Multilevel
Cascade Converter for Battery Energy Storage Systems, in IEEE
Transactions on Industry Applications, vol. 50, no. 6, pp. 3902-3910,
Nov./Dec. 2014.
[8] G. Graditi, M. Ippolito, E. Telaretti, and G. Zizzo, “An innovative
conversion device to the grid interface of combined RES-based
generators and electric storage systems,” in IEEE Trans. Ind. Electron.,
vol. 62, no. 4, pp. 2540–2550, Apr. 2015.
[9] PhatiphatThounthong, Stephane Rael and Bernard Davat, “Analysis of
Supercapacitor as SecondSourceBased on FuelCellPowerGeneration”, in
IEEE Trans. on Energy Conv., vol. 24, iss. 1, pp.247 - 255, Mar. 2009.
[10] W. Li and X. He, “Review of non-isolated high-step-up DC/DC
converters in photovoltaic grid-connected applications,” in IEEE Trans.
Ind.Electron., vol. 58, no. 4, pp. 1239–1250, Apr. 2011.
[11] K. W. Ma and Y. S. Lee, “An integrated fly-back converter for DC
uninterruptible power supply,” in IEEE Trans. Power Electron., vol. 11,
no. 2, pp. 318–327, Mar. 1996.
[12] Q. Zhao and F. C. Lee, “High-efficiency, high step-up DC–DC
converters,” in IEEE Trans. Power Electron., vol. 18, no. 1, pp. 65–73,
Jan. 2003.
[13] G. C. Silveira, F. L. Tofoli, L. D. S. Bezerra, and R. P. Torrico-Bascope,
“A nonisolateddc–dc boost converter with high voltage gain and
balanced output voltage,” in IEEE Trans. Ind. Electron., vol. 61, no. 12,
pp. 6739–6746, Dec. 2014.
[14] C. T. Pan, C. F. Chuang, and C. C. Chu “A novel transformer-less
adaptable voltage quadrupler DC converter with low switch voltage
stress,” in IEEE Trans. Power Electron., vol. 29, no. 9, pp. 4787–4796,
Sep. 2014.
[15] Moumita Das and Vivek Agarwal, “Design and Analysis of a High-
Efficiency DC–DC Converter With Soft Switching Capability for
Renewable Energy Applications Requiring High Voltage Gain,” in IEEE
Trans. Ind. Electron. vol. 63, no. 5, may 2016.
[16] Zhiling Liao XinboRuan,A novel power management control strategy
for stand-alone photovoltaic power system, in IEEE 6th International
Power Electron. And Motion ControlConf., 2009, pp. 445-449.
[17] Duan, R.-Y. Lee and J.-D, High-efficiency bidirectional DCDC
converter with coupled inductor, in IEEE tran. On .Power
Electronics,IET, vol.5, no.1, pp.115-123, January 2012.
[18] Wai, R.-J. Duan, R.-Y, Jheng, K.-H.; High-efficiency bidirectional dc-
dc converter with high-voltage gain, Power Electronics, IET, vol.5,
no.2, pp.173-184, Feb. 2012.
[19] M. P. Shreelakshmi,Moumita Das and Vivek Agarwal, “High
gain, high efficiency bi-directional DC-DC converter for battery
charging applications in stand-alone Photo-Voltaic systems,”inIEEE
39th Photovoltaic Specialists Conference (PVSC) 2013, pp. 2857 –
2861.
[20] D. Lu, H. Fakham, T. Zhou, and B. François, “Application of Petri nets
for the energy management of a photovoltaic based power station
including storage units,” Renew. Energy, vol. 35, no. 6, pp. 1117–1124,
Jun.2010.
[21] H. Fakham, D. Lu, and B. Francois, “Power control design of a battery
charger in a hybrid active PV generator for load-following applications,”
in IEEE Trans. Ind. Electron., vol. 58, no. 1, pp. 85–94,Jan.2011.
Fig 13.DC link bus bar (a) voltage (b) Current
Fig 12.BLDC motor electrical parameters (a) Voltage (b) Current
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