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A PRESENTATION ON
“Electric Spring- A New Smart Grid Technology”
SARVAJANIK COLLEGE OF ENGINEERING AND
TECHNOLOGY, SURAT
Prepared by: Amit A. Kulkarni
Enroll. No. : 150420707002
M.E-II Sem-IV
ELECTRICAL ENGINEERING DEPARTMENT
01-02-2018
1
Outline
 Introduction
 Principle & Realization of Electric Springs
 Types of Compensations
 Operations & Limitations
 Practical Evaluation
 Experimental Results
 Future of Work
 Conclusions
 References
01-02-2018
2
• The Paris Agreement
– To increase use of Renewable energy
• Intermittent power leads to new instability issues in power grid.
– Maintain instantaneous balance between power and demand.
• SMART LOAD and SMART GRID
• Centralized and Distributed systems for improving power quality
and controlling power flow.
Introduction
01-02-2018
3
Fig. 1 ES embedded in a SMART Load
• Described by Robert Hooke in 1678.
• Mechanical Spring:
– Provide mechanical support.
– Store mechanical energy.
– Damp mechanical oscillations.
• Hooke’s Law for Ideal mechanical spring;
History
01-02-2018
4
2
kx
2
1
P.E
-kxF


Fig. 2 An array of distributed mechanical spring
• Analogues to Mechanical spring an Electric spring
is an electric device that can be used to:
– Provide electric voltage support.
– Store electric energy.
– Damp electric oscillations.
• Hence electric spring can be controlled by the
charge stored in the capacitor.
Principle of ES
01-02-2018
5
a
a
Cvq
Cvq

 Inductive mode
Capacitive mode
 dtiq c
Analogy
1 2 3
1. Neutral Position
2. Mechanical Push
3. Mechanical Pull
1. Neutral Position
2. Voltage Boosting
Function
3. Voltage Reduction
Function
1. ES in form of C
2. Schematic for
i/p V control
3. ES with
dissipative load.
01-02-2018
6
Fig. 3 Different positions of ES
Types of Compensation
01-02-2018
7
Inductive Capacitive Positive Real Negative Real
Inductive
+
Positive Real
Inductive
+
Negative Real
Capacitor
+
Positive Real
Capacitor
+
Negative Real
Fig. 4 Vector illustration of three power quantities for different cases of power compensation
• Essentially involves dynamic control of an electric field in the capacitor.
• Varying the energy stored in electric field of the capacitor in a sinusoidal manner
with the objective of keeping the rms value of vs equal to vs_ref, an alternating
electromotive force (e.m.f.) with controllable magnitude at the mains frequency
can be generated across the capacitor as the electric spring voltage (va).
Operation
01-02-2018
8
Fig. 5 To ensure V & P at critical load to
remain constant when line voltage
feeding load is fluctuating.
• Aim is to restore Vs to nominal value of mains voltage Vs_ref.
• Pin-Dynamically changing input power.
• Power balance equation for system;
• Vector equation of Electric Spring is;
01-02-2018
9
Operation(Cont..)
   
21
2
2
2
1
2
1
ReRe
PPP
Z
Z
v
Z
Z
v
P
in
so
in














aso vvv 
21
2
21
22
PPP
R
v
R
vv
P
in
sas
in














 
 •Vs is kept constant by electric spring only variable is va.
•P2 is constant, so varying va will vary P1 ϶ sum of P1 &
P2 will follow profile of Pin.
• Considering R-L load, & vectors are rotating in
anticlockwise direction at grid frequency.
01-02-2018
10
Modes & Limitation
•ES is in “Neutral” position in which va=0.
•Power generation by renewable source is sufficient to meet the load
demand and simultaneously maintain vs at vs_ref.
•ES is in “Inductive” mode in which va is positive (+vc).
•Power reduction for Voltage boosting in Z1 needed in order to
keep vs at vs_ref.
•Vo is made less then vs_ref
•ES is in “Capacitive” mode in which va is negative (-vc).
•Power boosting for voltage reduction in Z1 needed in order to keep
vs at vs_ref.
•Vo is made less then vs_ref
Fig. 6 Operating mode of ES to maintain vs to vs_ref for R-L load
Neutral Inductive modeCapacitive mode
01-02-2018
11
Power System with ES
Fig. 7 Schematic of an Electric
Power System with an ES.
Fig. 8 Operating modes of ES to maintain vs at vs_ref for power system with source impedance of a network box.
Electric Spring
Case 1) Operation of an ES as a novel Smart-Grid device.
01-02-2018
12
Practical Evaluation
Fig. 9 Experimental setup for ES
01-02-2018
13
RESULTS
Fig. 10 Steady-state electric spring waveforms under “neutral” mode
01-02-2018
14
RESULTS(Cont..)
Fig. 11 Steady-state electric spring waveforms under “capacitive” mode.
RESULTS(Cont..)
01-02-2018
15
Fig. 12 Steady-state electric spring waveforms under “inductive” mode.
Case 2) Operation of an ES in unstable power grid fed
by intermittent Renewable Power.
01-02-2018
16Fig. 13 Power balancing using electric spring.
01-02-2018
17
Fig. 14 RMS values of the mains voltage Vs , noncritical load voltage Vo and electric spring voltage Va before and after
the electric spring is activated.
RESULTS
01-02-2018
18
Fig. 15 Power of the critical load and noncritical loads.
RESULTS (Cont..)
Case 3) Test of ES in a power system with intermittent
Renewable Power injection.
01-02-2018
19
Fig. 16 ES tested in distribution network
RESULTS
Fig. 17 RMS values of the critical load (mains) voltage Vs, noncritical load load voltage Vo and electric spring voltage
Va before and after the electric spring is activated. 1
01-02-2018
20
01-02-2018
21
RESULTS (Cont...)
Fig. 18 Power of the critical load and smart load.
01-02-2018
22
Future Scope
Fig. 19 a)ES-2 b)Input voltage control c)Input current controller d)ES for PQ improvement e)PF correction by ES
a)
b)
c)
d)
e)
• SVC(SSSC) vs ES
• Provides both voltage support and suppression and for shaping load
demand to follow the fluctuating wind power profile.
• Can be incorporated with existing noncritical loads such as water heater,
road lighting systems to form a new generation of smart loads that are
adaptive to the power grid.
• Reliable and effective solution for distributed energy storage, voltage
regulation and damping functions for future power systems.
• Stability measures makes it independent of ICT.
• Unlike traditional ES provides RPC, with a cause to determined to de-
carbonize electric power generation to reduce global warming.
01-02-2018
23
Conclusions
• S. Yan, S. C. Tan, C. K. Lee, B. Chaudhuri and S. Y. R. Hui, "Use of
Smart Loads for Power quality Improvement," in IEEE Journal of
Emerging and Selected Topics in Power Electronics, vol. 5, no. 1, pp.
504-512, March 2017.
• S. C. Tan, C. K. Lee and S. Y. Hui, "General Steady-State Analysis and
Control Principle of Electric Springs With Active and Reactive Power
Compensations," in IEEE Transactions on Power Electronics, vol. 28, no.
8, pp. 3958-3969, Aug. 2013.
• S. Y. Hui, C. K. Lee and F. F. Wu, "Electric Springs—A New Smart Grid
Technology," in IEEE Transactions on Smart Grid, vol. 3, no. 3, pp.
1552-1561, Sept. 2012.
• N. R. Chaudhuri, C. K. Lee, B. Chaudhuri and S. Y. R. Hui, "Dynamic
Modeling of Electric Springs," in IEEE Transactions on Smart Grid, vol.
5, no. 5, pp. 2450-2458, Sept. 2014.
References
01-02-2018
24

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150420707002

  • 1. A PRESENTATION ON “Electric Spring- A New Smart Grid Technology” SARVAJANIK COLLEGE OF ENGINEERING AND TECHNOLOGY, SURAT Prepared by: Amit A. Kulkarni Enroll. No. : 150420707002 M.E-II Sem-IV ELECTRICAL ENGINEERING DEPARTMENT 01-02-2018 1
  • 2. Outline  Introduction  Principle & Realization of Electric Springs  Types of Compensations  Operations & Limitations  Practical Evaluation  Experimental Results  Future of Work  Conclusions  References 01-02-2018 2
  • 3. • The Paris Agreement – To increase use of Renewable energy • Intermittent power leads to new instability issues in power grid. – Maintain instantaneous balance between power and demand. • SMART LOAD and SMART GRID • Centralized and Distributed systems for improving power quality and controlling power flow. Introduction 01-02-2018 3 Fig. 1 ES embedded in a SMART Load
  • 4. • Described by Robert Hooke in 1678. • Mechanical Spring: – Provide mechanical support. – Store mechanical energy. – Damp mechanical oscillations. • Hooke’s Law for Ideal mechanical spring; History 01-02-2018 4 2 kx 2 1 P.E -kxF   Fig. 2 An array of distributed mechanical spring
  • 5. • Analogues to Mechanical spring an Electric spring is an electric device that can be used to: – Provide electric voltage support. – Store electric energy. – Damp electric oscillations. • Hence electric spring can be controlled by the charge stored in the capacitor. Principle of ES 01-02-2018 5 a a Cvq Cvq   Inductive mode Capacitive mode  dtiq c
  • 6. Analogy 1 2 3 1. Neutral Position 2. Mechanical Push 3. Mechanical Pull 1. Neutral Position 2. Voltage Boosting Function 3. Voltage Reduction Function 1. ES in form of C 2. Schematic for i/p V control 3. ES with dissipative load. 01-02-2018 6 Fig. 3 Different positions of ES
  • 7. Types of Compensation 01-02-2018 7 Inductive Capacitive Positive Real Negative Real Inductive + Positive Real Inductive + Negative Real Capacitor + Positive Real Capacitor + Negative Real Fig. 4 Vector illustration of three power quantities for different cases of power compensation
  • 8. • Essentially involves dynamic control of an electric field in the capacitor. • Varying the energy stored in electric field of the capacitor in a sinusoidal manner with the objective of keeping the rms value of vs equal to vs_ref, an alternating electromotive force (e.m.f.) with controllable magnitude at the mains frequency can be generated across the capacitor as the electric spring voltage (va). Operation 01-02-2018 8 Fig. 5 To ensure V & P at critical load to remain constant when line voltage feeding load is fluctuating.
  • 9. • Aim is to restore Vs to nominal value of mains voltage Vs_ref. • Pin-Dynamically changing input power. • Power balance equation for system; • Vector equation of Electric Spring is; 01-02-2018 9 Operation(Cont..)     21 2 2 2 1 2 1 ReRe PPP Z Z v Z Z v P in so in               aso vvv  21 2 21 22 PPP R v R vv P in sas in                  •Vs is kept constant by electric spring only variable is va. •P2 is constant, so varying va will vary P1 ϶ sum of P1 & P2 will follow profile of Pin.
  • 10. • Considering R-L load, & vectors are rotating in anticlockwise direction at grid frequency. 01-02-2018 10 Modes & Limitation •ES is in “Neutral” position in which va=0. •Power generation by renewable source is sufficient to meet the load demand and simultaneously maintain vs at vs_ref. •ES is in “Inductive” mode in which va is positive (+vc). •Power reduction for Voltage boosting in Z1 needed in order to keep vs at vs_ref. •Vo is made less then vs_ref •ES is in “Capacitive” mode in which va is negative (-vc). •Power boosting for voltage reduction in Z1 needed in order to keep vs at vs_ref. •Vo is made less then vs_ref Fig. 6 Operating mode of ES to maintain vs to vs_ref for R-L load
  • 11. Neutral Inductive modeCapacitive mode 01-02-2018 11 Power System with ES Fig. 7 Schematic of an Electric Power System with an ES. Fig. 8 Operating modes of ES to maintain vs at vs_ref for power system with source impedance of a network box. Electric Spring
  • 12. Case 1) Operation of an ES as a novel Smart-Grid device. 01-02-2018 12 Practical Evaluation Fig. 9 Experimental setup for ES
  • 13. 01-02-2018 13 RESULTS Fig. 10 Steady-state electric spring waveforms under “neutral” mode
  • 14. 01-02-2018 14 RESULTS(Cont..) Fig. 11 Steady-state electric spring waveforms under “capacitive” mode.
  • 15. RESULTS(Cont..) 01-02-2018 15 Fig. 12 Steady-state electric spring waveforms under “inductive” mode.
  • 16. Case 2) Operation of an ES in unstable power grid fed by intermittent Renewable Power. 01-02-2018 16Fig. 13 Power balancing using electric spring.
  • 17. 01-02-2018 17 Fig. 14 RMS values of the mains voltage Vs , noncritical load voltage Vo and electric spring voltage Va before and after the electric spring is activated. RESULTS
  • 18. 01-02-2018 18 Fig. 15 Power of the critical load and noncritical loads. RESULTS (Cont..)
  • 19. Case 3) Test of ES in a power system with intermittent Renewable Power injection. 01-02-2018 19 Fig. 16 ES tested in distribution network
  • 20. RESULTS Fig. 17 RMS values of the critical load (mains) voltage Vs, noncritical load load voltage Vo and electric spring voltage Va before and after the electric spring is activated. 1 01-02-2018 20
  • 21. 01-02-2018 21 RESULTS (Cont...) Fig. 18 Power of the critical load and smart load.
  • 22. 01-02-2018 22 Future Scope Fig. 19 a)ES-2 b)Input voltage control c)Input current controller d)ES for PQ improvement e)PF correction by ES a) b) c) d) e)
  • 23. • SVC(SSSC) vs ES • Provides both voltage support and suppression and for shaping load demand to follow the fluctuating wind power profile. • Can be incorporated with existing noncritical loads such as water heater, road lighting systems to form a new generation of smart loads that are adaptive to the power grid. • Reliable and effective solution for distributed energy storage, voltage regulation and damping functions for future power systems. • Stability measures makes it independent of ICT. • Unlike traditional ES provides RPC, with a cause to determined to de- carbonize electric power generation to reduce global warming. 01-02-2018 23 Conclusions
  • 24. • S. Yan, S. C. Tan, C. K. Lee, B. Chaudhuri and S. Y. R. Hui, "Use of Smart Loads for Power quality Improvement," in IEEE Journal of Emerging and Selected Topics in Power Electronics, vol. 5, no. 1, pp. 504-512, March 2017. • S. C. Tan, C. K. Lee and S. Y. Hui, "General Steady-State Analysis and Control Principle of Electric Springs With Active and Reactive Power Compensations," in IEEE Transactions on Power Electronics, vol. 28, no. 8, pp. 3958-3969, Aug. 2013. • S. Y. Hui, C. K. Lee and F. F. Wu, "Electric Springs—A New Smart Grid Technology," in IEEE Transactions on Smart Grid, vol. 3, no. 3, pp. 1552-1561, Sept. 2012. • N. R. Chaudhuri, C. K. Lee, B. Chaudhuri and S. Y. R. Hui, "Dynamic Modeling of Electric Springs," in IEEE Transactions on Smart Grid, vol. 5, no. 5, pp. 2450-2458, Sept. 2014. References 01-02-2018 24