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Final Presentation
On
Final Year Project - II
TEAM MEMBERS:
Dinesh Pradhan (073BEL318)
Ram Baral (073BEL331)
Shristi Shrestha (073BEL342)
Suiksha Gautam (073BEL344)
AN ACTIVE POWER CONTROL STRATEGY
FOR
HYBRID MICRO-HYDRO AND PHOTOVOLTAIC
MICROGRID USING BESS
PROJECT SUPERVISOR:
Prof. Dr. Indra Man Tamrakar
1
PRESENTATION OVERVIEW
•Introduction
•Project Objective
•Theory
•Methodology
•Simulations and Results
•Conclusion
•References
2
INTRODUCTION
3
4
Introduction:
-Trend of inter-connecting of various renewable energy generating sources to form
a Micro-Grid is getting popular for supplying power to isolated rural area, where
there is no presence of national grid.
-- One of the major challenge in such system is to maintain voltage magnitude and
frequency within acceptable values at varying load condition.
-- There shall be balance between active power generation and consumption for
frequency control and there shall be balance between reactive power generation and
consumption for voltage control.
--This project deals with the frequency control in a Micro-Grid consisting of MHP
plant and PV-plant.
Proposed System Components:
Fig 1. Block Diagram of the Proposed System
• A Micro-hydro Plant (15 KW)
• A 10 KW PV Plant
• A 25 KW Discrete Electronic Load Controller (D-ELC) at
Point of Common Coupling (PCC)
• A Battery Energy Storage System (BESS) Connected to
PCC
• Load
5
Introduction:
Modes of Operation of the system:
Mode I [Pgen > Pload]
The excess power is smaller than the power that battery is capable of
consuming. Hence, no power is dumped to the D-ELC.
Mode II [Pgen > Pload]
The excess power is greater than the power that battery is capable of
consuming. Hence, excess power that can not be stored in BESS is
dumped into the D-ELC.
Mode III [Pgen < Pload]
The battery discharges to supply the deficit power to the load.
6
PROJECT OBJECTIVE
7
To develop simulation model of MHP-PV micro-grid with BESS for active
power control to maintain constant frequency
8
OBJECTIVE
RELATED THEORY
9
Discrete-ELC
• Parallel resistance banks are turned on
and off according to the requirement to
adjust the power at the PCC rather than
chopping the voltage across the dump
load
• D-ELC does not have the problems of
harmonics and reactive power
consumption.
10
Fig 2. Schematic Diagram of D-ELC connected to a Synchronous Generator and load
RELATED THEORY
Load
Resistive Load Banks in D-ELC
Numbers of resistor banks in D-ELC and their
power rating are determined from the
frequency-droop characteristic and tolerable
frequency deviation
If ∆f is the tolerable frequency deviation, then
the allowable step-change in dumped load is
estimated as:
∆P = KP
∆f
Where, Kp = inverse of slope of frequency
droop line
And the minimum number of dumped load in
each phase is estimated as:
Nmin = ?????????
Where PSG
= Full load rating of the synchronous
generator.
11
Fig 3. Frequency Droop Characteristics
∆f
∆P
DC-DC Boost Converter for PV system
When the switch is on, the inductor stores energy
and the load gets power from the previously
charged capacitor.
When the switch is off, the inductor releases
energy (stored in the previous cycle) and supplies
power to the load and charging current to the
capacitor.
The switch is controlled by PWM signals to
control the duty cycle (D) such that the voltage
from input source is converted to desired voltage
level at the output side.
It is used to extract Maximum power from PV
panel at a given value of irradiance.
12
Fig 4. DC-DC Boost Converter
Maximum Power Point Tracking (MPPT)
A technique used with photovoltaic (PV)
solar systems to maximize power extraction
under all conditions.
P & O Algorithm is used for MPPT.
● When minor perturbation is introduced in
voltage, it causes power variation ΔP.
● If ΔP is positive, perturbation is
continued.
● If ΔP is negative, perturbation is returned
to previous point.
● Thus, power generated hovers around the
point of maximum power.
13
Fig 5. MPPT Logic and multiple irradiances
Reference Current Generator to transfer Max power to grid
The voltage at which maximum power
occurs is set as Vref
.
Volatge across the capcitor is sensed and
compared with Vref.
PI controller is tuned to generate reference
current Id
corresponding to maximum power.
The reference current Id
is converted ia
,ib
,ic
using a dq0-abc transformation.
Inverter shall be controlled to track these
reference current to ensure maximum power
transfer from Inverter to Grid.
14
Fig 6. Schematic diagram of reference current generator
Three Phase Inverter
The three-phase inverter has six IGBTs as switching
devices to convert DC to three phase AC.
It has an inductor and a resistor in series to track the
current signal.
It acts as a power controller between the DC link
capacitor of the DC side (PV or Battery) and the
three-phase side (PCC).
The Hysteresis Band current controller provides the
generation of the switching signals for the inverter.
15
Fig 7. Three Phase Inverter
Three Phase Bi-directional Converter
The bidirectional AC/DC converter consists of six IGBT
Diode switches.
Operated in two modes of operation:
● Inverter Mode [DC to AC]
Control system maintains the battery current to be of
sinusoidal waveform and in phase with the generated
voltage.
Reference d-axis current is positive and abc reference
currents are in phase with generated voltages. Thus,
the power flow occurs from dc side to ac side.
● Rectifier Mode [AC to DC]
The battery current is displaced 180o from the
generated voltage.
Reference d-axis current is negative and abc reference
current are out of phase with generated voltages. Thus,
the power flows from ac side to dc side.
16
Fig 8. Three Phase Bi-directional Converter
Hysteresis Band Current Controller
Hysteresis band current control technique is used to control
the inverter output current.
A zone is set around the reference current to keep the output
current of the inverter within this zone.
Control action:
● If the output current of the inverter reaches the upper limit
of the zone, then the upper switch is OFF and the lower switch
is ON.
● If the output current of the inverter reaches the lower limit
of the zone, then the upper switch is ON and the lower switch
is OFF.
17
Fig 9. Hysteresis Band Pulse Width Modulation
METHODOLOGY
18
Following steps are followed to in this project to get results as per objectives set:
19
STEP 1
Modelling and
simulation of a 15 kW
Micro-Hydro Plant
connected to a resistive
load with D-ELC
STEP 2
Modelling and
simulation of a 10 kW
PV Plant connected to
grid
STEP 3
Modelling and
simulation of parallelly
connected 15 kW
Micro-Hydro Plant and
10 kW PV Plant with
D-ELC
STEP 5
PI tuning of the
BESS-VSC using
conventional PI tuning
method
STEP 4
Modelling and
simulation of a
Microgrid consisting
of 15 kW MHP Plant,
10 kW PV Plant with
D-ELC and BESS
Simulation Progression
SIMULATION AND RESULTS
20
SIMULATION OF PROPOSED SYSTEM (HYBRID MHP - PV MICROGRID WITH D-ELC AND BESS)
21
Fig. 10 Simulation of proposed system
SOURCE: 15 kW MICRO-HYDRO POWER PLANT
22
Fig. 11 Synchronous Generator with excitation system
SOURCE: 10 kW PHOTOVOLTAIC POWER PLANT
23
Fig. 12 10 kW photovoltaic plant
DC- DC BOOST CONVERTER BETWEEN PV PLANT AND THREE PHASE INVERTER
24
Fig. 13 DC-DC Boost Converter
THREE PHASE INVERTER BETWEEN PV AND PCC
25
Fig. 14 Three Phase Inverter
CONTROL CIRCUIT FOR THREE PHASE INVERTER
26
Fig. 15 Control circuit for controlling the switched of three phase inverter
25 kW DISCRETE ELECTRONIC LOAD CONTROLLER
27
Fig. 16 25 kW D-ELC
INTERNAL STRUCTURE OF DISCRETE LOAD CONTROLLER
28
Fig. 17 Internal Connection of D-ELC
Fig. 18 Resistive banks of D-ELC
BATTERY ENERGY STORAGE SYSTEM WITH BI-DIRECTIONAL CONVERTER
29
Fig. 19 BESS with bi-directional controller
HYSTERESIS BAND PULSE WIDTH MODULATION CONTROL CIRCUIT FOR BIDIRECTIONAL CONVERTER
30
Fig. 20 Hysteresis band PWM control circuit for bidirectional controller
TRIGGERING CIRCUIT FOR BATTERY AND D_ELC
31
Fig. 21 D-ELC trigger generating circuit Fig. 22 Battery trigger generating circuit
LOAD SYSTEMS CONNECTED TO THE MICROGRID WHEN BATTERY SOC STARTS AT 50%
32
Fig. 23 Load connected to the micro-grid for
charging at initial SOC 50%(Case I)
Fig. 24 Load connected to the micro-grid for
discharging at initial SOC 50%(Case II)
RESULT: Power Plot for Initial Battery SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
33
Fig. 25 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case I)
34
Fig. 26 Waveform of voltage at PCC (Case I)
Fig. 27 Waveform of voltage at PCC magnified (Case I)
Time (s)
RESULT: Waveform of voltage at PCC for Initial Battery SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
35
Fig. 28 Plot of frequency at PCC (Case I)
RESULT: Frequency Plot for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
36
Fig. 29 Waveform of HBPWM I(ref) and I(act) (Case I)
Fig. 30 Waveform of HBPWM I(ref) and I(act) magnified (Case I)
time(sec)
time(sec)
Current
(A)
Current
(A)
RESULT: Waveform of actual current and reference for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
RESULT: Plot of Battery SOC for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
37
Fig. 31 Waveform of BESS SOC (Case I)
38
Fig. 32 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case II)
RESULT: Power Plot for Initial Battery SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
39
Fig. 33 Waveform of voltage at PCC (Case II)
Fig. 34 Waveform of voltage at PCC magnified (Case II)
RESULT: Waveform of voltage at PCC for Initial Battery SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
40
Fig. 35 Plot of frequency at PCC (Case II)
RESULT: Frequency Plot for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
RESULT: Waveform of actual current and reference for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
41
Fig. 36 Waveform of HBPWM I(ref) and I(act) (Case II)
Fig. 37 Waveform of HBPWM I(ref) and I(act) magnified (Case II)
time(sec)
time(sec)
Current
(A)
Current
(A)
42
Fig. 38 Waveform of BESS SOC (Case II)
RESULT: Plot of Battery SOC for Battery Initial SOC = 50% and
Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
LOAD SYSTEMS CONNECTED TO THE MICROGRID WHEN BATTERY SOC STARTS AT 96%
43
Fig. 39 Load connected to the micro-grid for
charging at initial SOC 96%(Case III)
RESULT: Power Plot for Initial Battery SOC = 96% and
Load is connected in steps of 12 kW, 20 kW and 22 kW (Battery is trickle charging)
44
Fig. 40 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case III)
Time(s)
Active
Power
(W)
45
Fig. 41 Waveform of BESS SOC (Case II)
RESULT: Plot of Battery SOC for Battery Initial SOC = 96% and
Load is connected in steps of 12 kW, 20 kW and 22 kW (Battery is trickle charging)
Time (s)
soc
(%)
RESULT SUMMARY FOR CASE I
46
The findings during operation of the micro-grid as per Case I can be summarized as per the following table:
Load = 7 KW Load = 14 KW Load = 21 KW
Time 0 to 3 sec 3 to 6 sec 6 to 10 sec
Frequency at the PCC 51.05 Hz 50.42 Hz 49.60 Hz
Voltage at the PCC 1 pu 1 pu 1 pu
Power injected by PV 9800 W 9800 W 9800 W
Power injected by micro-hydro 14800 W 14800 W 14800 W
Power injected to the PCC by
micro-hydro and PV
24000 W 24000 W 24000 W
Power supplied to/from BESS 8000 W (to) 8000 W (to) 4000 W (to)
Power consumed by D-ELC 9600 W 3000 W 0
Power consumed by Load 6600 W 13100 W 19800 W
47
The findings during operation of the micro-grid as per Case II can be summarized as per the following table:
Load = 7 KW Load = 14 KW Load = 28 KW
Time 0 to 3 sec 3 to 6 sec 6 to 10 sec
Frequency at the PCC 51.05 Hz 50.42 Hz 49.60 Hz
Voltage at the PCC 1 pu 1 pu 0.9 pu (6 to 6.5 sec)
1 pu (6.5 to 10 sec)
Power injected by PV 9800 W 9800 W 9800 W
Power injected by micro-hydro 14800 W 14800 W 14800 W
Power injected to the PCC by
micro-hydro and PV
24000 W 24000 W 24000 W
Power supplied to/from BESS 8000 W (to) 8000 W (to) 2400 W (from)
Power consumed by D-ELC 9600 W 3000 W 0
Power consumed by Load 6600 W 13100 W 26200 W
RESULT SUMMARY FOR CASE II
RESULT SUMMARY FOR CASE III
48
The findings during operation of the micro-grid as per Case III can be summarized as per the following table:
Load = 12 KW Load = 20 KW Load = 22 KW
Time 0 to 3 sec 3 to 6 sec 6 to 10 sec
Frequency at the PCC 51.05 Hz 50.42 Hz 49.70 Hz
Voltage at the PCC 1 pu 1 pu 1 pu
Power injected by PV 9800 W 9800 W 9800 W
Power injected by micro-hydro 14800 W 14800 W 14800 W
Power injected to the PCC by
micro-hydro and PV
24000 W 24000 W 24000 W
Power supplied to/from BESS 8000 W (to) Almost 0 Almost 0
Power consumed by D-ELC 4200 W 5000 W 3000 W
Power consumed by Load 11800 W 19500 W 21300 W
CONCLUSION
49
The proposed addition of the BESS and D-ELC to the microgrid improves the power quality and
transient response of the microgrid. However, the system only balances the active power requirements
of the system and doesn’t deal with reactive power.
Future enhancement possibilities of the system include reactive power compensation nd harmonic
compensation to reduce the harmonic distortion in the voltage and current output of the microgrid.
50
1. Hou, R., Nguyen, T., Kim, H., Song, H. and Qu, Y. (2017). An Energy-Based Control Strategy for Battery Energy  Storage Systems:
A Case Study on Microgrid Applications.
2. Ranganadh, B., Prasad, A., & Sreedhar, M. (2013). Modelling and Simulation Hysteresis Band Pulse Width Modulated Current
Controller Applied To A Three Phase Voltage Source Inverter By Using Matlab. International Journal of Advanced Research in
Electrical Electronics and Instrumentation Engineering, 2(9), 4378-4387
3. Dipesh Shrestha, Ankit Babu Rajbanshi, Kushal Shrestha & Indraman Tamrakar (2014). Advance Electronic Load Controller for
Micro Hydro Power Plant.
REFERENCES
51
THANK YOU!
RAM
BARAL
073BEL331
SHRISTI
SHRESTHA
073BEL342
SUIKSHA
GAUTAM
073BEL344
DINESH
PRADHAN
073BEL318
52

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AN ACTIVE POWER CONTROL STRATEGY FOR HYBRID MICRO-HYDRO AND PHOTOVOLTAIC MICROGRID USING BESS

  • 1. Final Presentation On Final Year Project - II TEAM MEMBERS: Dinesh Pradhan (073BEL318) Ram Baral (073BEL331) Shristi Shrestha (073BEL342) Suiksha Gautam (073BEL344) AN ACTIVE POWER CONTROL STRATEGY FOR HYBRID MICRO-HYDRO AND PHOTOVOLTAIC MICROGRID USING BESS PROJECT SUPERVISOR: Prof. Dr. Indra Man Tamrakar 1
  • 4. 4 Introduction: -Trend of inter-connecting of various renewable energy generating sources to form a Micro-Grid is getting popular for supplying power to isolated rural area, where there is no presence of national grid. -- One of the major challenge in such system is to maintain voltage magnitude and frequency within acceptable values at varying load condition. -- There shall be balance between active power generation and consumption for frequency control and there shall be balance between reactive power generation and consumption for voltage control. --This project deals with the frequency control in a Micro-Grid consisting of MHP plant and PV-plant.
  • 5. Proposed System Components: Fig 1. Block Diagram of the Proposed System • A Micro-hydro Plant (15 KW) • A 10 KW PV Plant • A 25 KW Discrete Electronic Load Controller (D-ELC) at Point of Common Coupling (PCC) • A Battery Energy Storage System (BESS) Connected to PCC • Load 5 Introduction:
  • 6. Modes of Operation of the system: Mode I [Pgen > Pload] The excess power is smaller than the power that battery is capable of consuming. Hence, no power is dumped to the D-ELC. Mode II [Pgen > Pload] The excess power is greater than the power that battery is capable of consuming. Hence, excess power that can not be stored in BESS is dumped into the D-ELC. Mode III [Pgen < Pload] The battery discharges to supply the deficit power to the load. 6
  • 8. To develop simulation model of MHP-PV micro-grid with BESS for active power control to maintain constant frequency 8 OBJECTIVE
  • 10. Discrete-ELC • Parallel resistance banks are turned on and off according to the requirement to adjust the power at the PCC rather than chopping the voltage across the dump load • D-ELC does not have the problems of harmonics and reactive power consumption. 10 Fig 2. Schematic Diagram of D-ELC connected to a Synchronous Generator and load RELATED THEORY Load
  • 11. Resistive Load Banks in D-ELC Numbers of resistor banks in D-ELC and their power rating are determined from the frequency-droop characteristic and tolerable frequency deviation If ∆f is the tolerable frequency deviation, then the allowable step-change in dumped load is estimated as: ∆P = KP ∆f Where, Kp = inverse of slope of frequency droop line And the minimum number of dumped load in each phase is estimated as: Nmin = ????????? Where PSG = Full load rating of the synchronous generator. 11 Fig 3. Frequency Droop Characteristics ∆f ∆P
  • 12. DC-DC Boost Converter for PV system When the switch is on, the inductor stores energy and the load gets power from the previously charged capacitor. When the switch is off, the inductor releases energy (stored in the previous cycle) and supplies power to the load and charging current to the capacitor. The switch is controlled by PWM signals to control the duty cycle (D) such that the voltage from input source is converted to desired voltage level at the output side. It is used to extract Maximum power from PV panel at a given value of irradiance. 12 Fig 4. DC-DC Boost Converter
  • 13. Maximum Power Point Tracking (MPPT) A technique used with photovoltaic (PV) solar systems to maximize power extraction under all conditions. P & O Algorithm is used for MPPT. ● When minor perturbation is introduced in voltage, it causes power variation ΔP. ● If ΔP is positive, perturbation is continued. ● If ΔP is negative, perturbation is returned to previous point. ● Thus, power generated hovers around the point of maximum power. 13 Fig 5. MPPT Logic and multiple irradiances
  • 14. Reference Current Generator to transfer Max power to grid The voltage at which maximum power occurs is set as Vref . Volatge across the capcitor is sensed and compared with Vref. PI controller is tuned to generate reference current Id corresponding to maximum power. The reference current Id is converted ia ,ib ,ic using a dq0-abc transformation. Inverter shall be controlled to track these reference current to ensure maximum power transfer from Inverter to Grid. 14 Fig 6. Schematic diagram of reference current generator
  • 15. Three Phase Inverter The three-phase inverter has six IGBTs as switching devices to convert DC to three phase AC. It has an inductor and a resistor in series to track the current signal. It acts as a power controller between the DC link capacitor of the DC side (PV or Battery) and the three-phase side (PCC). The Hysteresis Band current controller provides the generation of the switching signals for the inverter. 15 Fig 7. Three Phase Inverter
  • 16. Three Phase Bi-directional Converter The bidirectional AC/DC converter consists of six IGBT Diode switches. Operated in two modes of operation: ● Inverter Mode [DC to AC] Control system maintains the battery current to be of sinusoidal waveform and in phase with the generated voltage. Reference d-axis current is positive and abc reference currents are in phase with generated voltages. Thus, the power flow occurs from dc side to ac side. ● Rectifier Mode [AC to DC] The battery current is displaced 180o from the generated voltage. Reference d-axis current is negative and abc reference current are out of phase with generated voltages. Thus, the power flows from ac side to dc side. 16 Fig 8. Three Phase Bi-directional Converter
  • 17. Hysteresis Band Current Controller Hysteresis band current control technique is used to control the inverter output current. A zone is set around the reference current to keep the output current of the inverter within this zone. Control action: ● If the output current of the inverter reaches the upper limit of the zone, then the upper switch is OFF and the lower switch is ON. ● If the output current of the inverter reaches the lower limit of the zone, then the upper switch is ON and the lower switch is OFF. 17 Fig 9. Hysteresis Band Pulse Width Modulation
  • 18. METHODOLOGY 18 Following steps are followed to in this project to get results as per objectives set:
  • 19. 19 STEP 1 Modelling and simulation of a 15 kW Micro-Hydro Plant connected to a resistive load with D-ELC STEP 2 Modelling and simulation of a 10 kW PV Plant connected to grid STEP 3 Modelling and simulation of parallelly connected 15 kW Micro-Hydro Plant and 10 kW PV Plant with D-ELC STEP 5 PI tuning of the BESS-VSC using conventional PI tuning method STEP 4 Modelling and simulation of a Microgrid consisting of 15 kW MHP Plant, 10 kW PV Plant with D-ELC and BESS Simulation Progression
  • 21. SIMULATION OF PROPOSED SYSTEM (HYBRID MHP - PV MICROGRID WITH D-ELC AND BESS) 21 Fig. 10 Simulation of proposed system
  • 22. SOURCE: 15 kW MICRO-HYDRO POWER PLANT 22 Fig. 11 Synchronous Generator with excitation system
  • 23. SOURCE: 10 kW PHOTOVOLTAIC POWER PLANT 23 Fig. 12 10 kW photovoltaic plant
  • 24. DC- DC BOOST CONVERTER BETWEEN PV PLANT AND THREE PHASE INVERTER 24 Fig. 13 DC-DC Boost Converter
  • 25. THREE PHASE INVERTER BETWEEN PV AND PCC 25 Fig. 14 Three Phase Inverter
  • 26. CONTROL CIRCUIT FOR THREE PHASE INVERTER 26 Fig. 15 Control circuit for controlling the switched of three phase inverter
  • 27. 25 kW DISCRETE ELECTRONIC LOAD CONTROLLER 27 Fig. 16 25 kW D-ELC
  • 28. INTERNAL STRUCTURE OF DISCRETE LOAD CONTROLLER 28 Fig. 17 Internal Connection of D-ELC Fig. 18 Resistive banks of D-ELC
  • 29. BATTERY ENERGY STORAGE SYSTEM WITH BI-DIRECTIONAL CONVERTER 29 Fig. 19 BESS with bi-directional controller
  • 30. HYSTERESIS BAND PULSE WIDTH MODULATION CONTROL CIRCUIT FOR BIDIRECTIONAL CONVERTER 30 Fig. 20 Hysteresis band PWM control circuit for bidirectional controller
  • 31. TRIGGERING CIRCUIT FOR BATTERY AND D_ELC 31 Fig. 21 D-ELC trigger generating circuit Fig. 22 Battery trigger generating circuit
  • 32. LOAD SYSTEMS CONNECTED TO THE MICROGRID WHEN BATTERY SOC STARTS AT 50% 32 Fig. 23 Load connected to the micro-grid for charging at initial SOC 50%(Case I) Fig. 24 Load connected to the micro-grid for discharging at initial SOC 50%(Case II)
  • 33. RESULT: Power Plot for Initial Battery SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging) 33 Fig. 25 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case I)
  • 34. 34 Fig. 26 Waveform of voltage at PCC (Case I) Fig. 27 Waveform of voltage at PCC magnified (Case I) Time (s) RESULT: Waveform of voltage at PCC for Initial Battery SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
  • 35. 35 Fig. 28 Plot of frequency at PCC (Case I) RESULT: Frequency Plot for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
  • 36. 36 Fig. 29 Waveform of HBPWM I(ref) and I(act) (Case I) Fig. 30 Waveform of HBPWM I(ref) and I(act) magnified (Case I) time(sec) time(sec) Current (A) Current (A) RESULT: Waveform of actual current and reference for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging)
  • 37. RESULT: Plot of Battery SOC for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 21 kW (Battery is charging) 37 Fig. 31 Waveform of BESS SOC (Case I)
  • 38. 38 Fig. 32 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case II) RESULT: Power Plot for Initial Battery SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
  • 39. 39 Fig. 33 Waveform of voltage at PCC (Case II) Fig. 34 Waveform of voltage at PCC magnified (Case II) RESULT: Waveform of voltage at PCC for Initial Battery SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
  • 40. 40 Fig. 35 Plot of frequency at PCC (Case II) RESULT: Frequency Plot for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
  • 41. RESULT: Waveform of actual current and reference for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging) 41 Fig. 36 Waveform of HBPWM I(ref) and I(act) (Case II) Fig. 37 Waveform of HBPWM I(ref) and I(act) magnified (Case II) time(sec) time(sec) Current (A) Current (A)
  • 42. 42 Fig. 38 Waveform of BESS SOC (Case II) RESULT: Plot of Battery SOC for Battery Initial SOC = 50% and Load is connected in steps of 7 kW, 14 kW and 28 kW (Battery is charging and discharging)
  • 43. LOAD SYSTEMS CONNECTED TO THE MICROGRID WHEN BATTERY SOC STARTS AT 96% 43 Fig. 39 Load connected to the micro-grid for charging at initial SOC 96%(Case III)
  • 44. RESULT: Power Plot for Initial Battery SOC = 96% and Load is connected in steps of 12 kW, 20 kW and 22 kW (Battery is trickle charging) 44 Fig. 40 Active power injected by MH and PV , consumed by load, consumed by D-ELC and supplied or consumed by battery at the PCC (Case III) Time(s) Active Power (W)
  • 45. 45 Fig. 41 Waveform of BESS SOC (Case II) RESULT: Plot of Battery SOC for Battery Initial SOC = 96% and Load is connected in steps of 12 kW, 20 kW and 22 kW (Battery is trickle charging) Time (s) soc (%)
  • 46. RESULT SUMMARY FOR CASE I 46 The findings during operation of the micro-grid as per Case I can be summarized as per the following table: Load = 7 KW Load = 14 KW Load = 21 KW Time 0 to 3 sec 3 to 6 sec 6 to 10 sec Frequency at the PCC 51.05 Hz 50.42 Hz 49.60 Hz Voltage at the PCC 1 pu 1 pu 1 pu Power injected by PV 9800 W 9800 W 9800 W Power injected by micro-hydro 14800 W 14800 W 14800 W Power injected to the PCC by micro-hydro and PV 24000 W 24000 W 24000 W Power supplied to/from BESS 8000 W (to) 8000 W (to) 4000 W (to) Power consumed by D-ELC 9600 W 3000 W 0 Power consumed by Load 6600 W 13100 W 19800 W
  • 47. 47 The findings during operation of the micro-grid as per Case II can be summarized as per the following table: Load = 7 KW Load = 14 KW Load = 28 KW Time 0 to 3 sec 3 to 6 sec 6 to 10 sec Frequency at the PCC 51.05 Hz 50.42 Hz 49.60 Hz Voltage at the PCC 1 pu 1 pu 0.9 pu (6 to 6.5 sec) 1 pu (6.5 to 10 sec) Power injected by PV 9800 W 9800 W 9800 W Power injected by micro-hydro 14800 W 14800 W 14800 W Power injected to the PCC by micro-hydro and PV 24000 W 24000 W 24000 W Power supplied to/from BESS 8000 W (to) 8000 W (to) 2400 W (from) Power consumed by D-ELC 9600 W 3000 W 0 Power consumed by Load 6600 W 13100 W 26200 W RESULT SUMMARY FOR CASE II
  • 48. RESULT SUMMARY FOR CASE III 48 The findings during operation of the micro-grid as per Case III can be summarized as per the following table: Load = 12 KW Load = 20 KW Load = 22 KW Time 0 to 3 sec 3 to 6 sec 6 to 10 sec Frequency at the PCC 51.05 Hz 50.42 Hz 49.70 Hz Voltage at the PCC 1 pu 1 pu 1 pu Power injected by PV 9800 W 9800 W 9800 W Power injected by micro-hydro 14800 W 14800 W 14800 W Power injected to the PCC by micro-hydro and PV 24000 W 24000 W 24000 W Power supplied to/from BESS 8000 W (to) Almost 0 Almost 0 Power consumed by D-ELC 4200 W 5000 W 3000 W Power consumed by Load 11800 W 19500 W 21300 W
  • 50. The proposed addition of the BESS and D-ELC to the microgrid improves the power quality and transient response of the microgrid. However, the system only balances the active power requirements of the system and doesn’t deal with reactive power. Future enhancement possibilities of the system include reactive power compensation nd harmonic compensation to reduce the harmonic distortion in the voltage and current output of the microgrid. 50
  • 51. 1. Hou, R., Nguyen, T., Kim, H., Song, H. and Qu, Y. (2017). An Energy-Based Control Strategy for Battery Energy  Storage Systems: A Case Study on Microgrid Applications. 2. Ranganadh, B., Prasad, A., & Sreedhar, M. (2013). Modelling and Simulation Hysteresis Band Pulse Width Modulated Current Controller Applied To A Three Phase Voltage Source Inverter By Using Matlab. International Journal of Advanced Research in Electrical Electronics and Instrumentation Engineering, 2(9), 4378-4387 3. Dipesh Shrestha, Ankit Babu Rajbanshi, Kushal Shrestha & Indraman Tamrakar (2014). Advance Electronic Load Controller for Micro Hydro Power Plant. REFERENCES 51