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Analysis of dynamic stability model of microgrid: A Survey 
R.Muthukumar PG scholar *(Dept of Electrical and Electronic Engineering, Sree Sastha Institute of 
Engineering and Technology,Chennai-123) 
 
Abstract— MICROGRIDS, in particular, and smart grids, in 
general, are new emerging power distribution infrastructures 
with prominent potentials among them are realization of de-mand 
response and efficient energy consumption, integration 
of distributed energy resources (DERs), and high-reliability 
electricity delivery. In a typical microgrid, the power 
generation ca-pacity is similar to the maximum total load. 
The low inertia of the system provides little margin for error 
in the power balance, both active and reactive, and requires 
rapid control response to load changes. Microgrid is defined 
as the cluster of multiple distributed generators (DGs) such 
as renewable energy sources that supply electrical energy. 
The connection of microgrid is in parallel with the main grid. 
When microgrid is isolated from remainder of the utility 
system, it is said to be in intentional islanding mode. In this 
mode, DG inverter system operates in voltage control mode 
to provide constant voltage to the local load. During grid 
connected mode, the Microgrid operates in constant current 
control mode to supply preset power to the main grid 
Index Terms—Distributed generators, dynamic stability, 
energy storage system, microgrid, small-signal model. 
. 
I. INTRODUCTION 
icrogrid is generally defined as a low or medium 
voltage distribution networks that comprises various 
distributed generations (DGs), storage devices, and 
controllable loads.Microgrids are capable of operating 
connected to the main utility grid (grid-connected mode) or 
they can operate without the presence of a utility grid 
(islanded or autonomous mode) without compromising 
power quality. DGs, especially those based on renewable 
energy sources such as solar and wind can be effectively 
integrated into a microgrid to cater for rapid growth in 
demand. This is one of the major advantages of forming 
microgrids in a distribution network. Energy storage devices 
can also be incorporated to enhance power management 
strategies in the microgrid. , A microgrid should be able to 
operate either in grid-connected or islanded modes. 
Islanding occurs once the microgrid is disconnected from the 
utility grid during a major disturbance in the main utility grid. 
The microgrid should manage the islanded operation 
maintaining the standard frequency and voltage Operation 
Control and Energy Management of grid connected 
Distributed Generation 
MICROGRID RESEARCH CLUSTER 
There are many research projects about the design, 
control, and operation of the microgrid throughout the 
world. In USA, the Consortium for Electric Reliability 
Technology Solutions (CERTS) has proposed and tested the 
control concepts of microgrid [3]. The field test hosted by 
American Electric Power (AEP) demonstrates that the 
control algorithm performs robustly during a variety of 
transient events, such as separation from the utility grid and 
the load changes during the microgrid is islanded. In Europe, 
the ―MICROGRID‖ project funded by the European 
Commission has been finished and the ―MORE 
MICROGRID‖ project is in progress. The projects aim at the 
increase of penetration of micro-generation in electrical 
networks through the exploitation and extension of the 
microgrid concept, involving the investigation of alternative 
DG control strategies and alternative network designs, 
development of new tools for multi-microgrid management. 
In Japan, the New Energy and Industrial Technology 
Development Organization (NEDO) started three research 
projects, which deal with new energy integration to local 
power system field test in 2004 [4] 
MICROGRID ARCHITECTURE 
Basic microgrid architecture is shown in Figure 1. This 
consists of a group of radial feeders, which could be part of a 
distribution system or a building‘s electrical system. There is 
a single point of connection to the utility called point of 
common coupling(PCC). Some feeders, (Feeders A-C) have 
sensitive loads, which require local generation. The non-critical 
load feeders do not have any local generation. 
Feeders A-C can island from the grid using the static switch 
that can separate in the less than a cycle. In this example 
there are four microsources at nodes 8, 11, 16 and 22, which 
control the operation using only local voltages and currents 
measurements. When there is a problem with the utility 
supply the static switch will open, isolating the sensitive loads 
from the power grid. Non-sensitive loads (feeder D) rides 
through switch will open, isolating the sensitive loads from 
the power grid.generation on feeders A, B, and C to meet 
the loads‘ on theses feeders. When the microgrid is grid-connected 
power from the local generation can be directed to 
the non- sensitive loads 
M
. 
Figure. 1. Microgrid Architecture Diagram. 
OPERATIONAL MODES OF MICROGRID 
Technical issues such as control, power balance 
strategies, oper- ation, protection and storage techniques 
differ from one micro-grid to another. The main reasons are 
the integration of high number of distributed power 
generation units near to the electrical loads, the nature and 
size of the micro-generation units, and availability of primary 
energy sources for renewable power generation units. 
MICROGRID CONFIGURATIONS 
Fig. 2 shows a general configuration for power 
electronics based microgrids. Normally a microgrid consists 
of a static transfer switch (STS), distributed critical and 
noncritical loads, multiple DER units with various power 
electronics interfaces, protection devices, as well as 
measurement, monitoring, and control units. In [12], 
microgrid architectures are classified into three categories 
depending on their applications which are: i) utility 
microgrids, ii) industrial and commercial micro- grids, and iii) 
remote microgrids. However, recent advances in power 
electronics and FACTS systems offer more options for 
microgrid configurations with different customer 
requirements 
MODELLING OF MICROGRID 
In this paper ,a comprehensive small-signal model of 
a typical microgrid is presented including synchronous 
generator, asyn- chronous generator, and voltage source 
converter with corre- sponding control systems. The model 
covers almost all the possible power interfaces of DG and 
ESS existing in microgrid or distributed generation system. 
All the subsystems are modeled individually and then 
combined on a global reference frame. The model of different 
kind of microgrids can be obtained easily based on this paper 
with proper adjustment of the number and parameters of the 
subsystems. The model is analyzed in terms of system 
eigenvalues and their sensitivity to different operating state 
and control strategies of DG or ESS .It is observed that the 
dynamic stability of autonomous microgrid is influenced by 
system configuration and the variability of intermittent 
generation. It can be improved re- markably with ESS 
equipped due to its ability to mitigate the instantaneous 
active/reactive power unbalance. Therefore, properly 
designed and controlled energy storage which is essential 
solution to the reliable operation of microgrid as well the 
effective utilization of renewable energy. Results obtained 
from the model and eigenvalues analysis were verified 
through simulation and experiment on a study microgrid 
system. It can be observed that the model and its eigenvalues 
successfully denote the relationship between the dynamic 
stability and system configuration and the corre- sponding 
operation state. This paper provides a theoretical foundation 
for the analysis, configuration and operation of microgrid 
especially in autonomous operation mode. It enables the 
design and control of microgrids to achieve the objective of 
both reliability of power system and effective utilization of 
renewable resources. 
A. Mathematic Model of DG1 
DG1 is mainly composed of wind turbine, 
transmission system, asynchronous generator and pitch 
control system. 
The electrical system of the three-phase symmetrical 
asynchronous generator in its arbitrary reference frame of d1- 
q1 is given by
Where 
are the voltage and current vectors of the stator windings 
(sq1,sd1)and the rotor windings (rq1,rd1), respectively, and 
matrices and can be derived in [13]. 
The rotor mechanical model of DG1 is represented as 
Where ωb and ωr are the base electrical angular 
velocity and the rotor electrical angular velocity ,respectively. 
Is the combined inertia constant of rotor and loads. is the 
mechanical torque, and Te is the electromagnetic torque given 
by 
where Xm is the mutual inductance between stator and rotor 
windings. 
Wind turbine is connected to the asynchronous generator 
through a coaxial shaft where the mechanical model can be 
regarded approximately as a first-order time-delay system 
due to its large physical inertia, as shown in (6): 
(6) 
Where TH is the inertia time constant. 
The concept of slip is defined in synchronous rotating 
reference frame by setting 
The mathematical model of DG1 can be setup by (2)– 
(7). The small-signal state space model of DG1 in the global 
reference frame is 
B. Mathematic Model of DG2 
DG2 consists of a prime mover such as diesel engine 
and gas turbine, and a three-phase synchronous generator 
with excitation and governor control systems. The electrical 
system of the synchronous generator in rotor reference 
frame d2-q2 is 
are the voltage and current vectors of the stator windings 
(sq1,sd1) and the rotor windings(rq1,rd1) , respectively, and 
matrices and can be derived in [13]. The rotor mechanical 
model of DG2 is represented as 
where ωe and ωr are the base electrical angular velocity and 
the rotor electrical angular velocity, respectively.H is the 
combined inertia constant of rotor and loads.T is the 
mechanical torque, and Te is the electromagnetic torque 
given by 
where Xm is the mutual inductance between stator and rotor 
windings 
The mathematical model of DG2 can be established , and 
transforming the global reference frame pro vided that the 
synchronous generator operates at the grid-con-nected 
mode.The state equations in the synchronous rotating 
reference frame with the relation of ω and δs and given by
Combining two equations, the small-signal model of DG2 in 
the global reference frame are 
C. Mathematic Model of ESS 
Fig.3 illustrates the schematic diagram of ESS, which 
consist of battery bank and power electronic circuit with 
corresponding control system, and filters. The filters can be 
equivalent as the series connection of a resistor and an 
inductance for each phase where denotes the lump resistor of 
powerline and converter, and the effect of the dead-time of 
IGBT bridges. Is the DC-bus voltage and can be considered 
constant usually for dynamic analysis, which explains the 
concept of VSC. 
In the local reference frame of , the power circuit equations is 
given by 
where VN 
DC and VN 
QC are the voltage components of VSC 
in dc-qc axis frame.Vdc and Vqc are the voltage components 
of AC-bus in dc-qc axis frame. And idc and iqc are the current 
components of VSC in dc-qc axis, respectively. Based on (14) 
the small-signal model of the power circuit of ESS is 
represented by 
In the global reference frame, where Δδ can be derived 
D. Mathematic Model of Network 
As shown in Figure the model of network in , stationary 
reference frame is represented by 
where Rn and Ln are the line impedance of the th branch. is 
the th branch current. , , and are the voltage vectors of PCC, 
Bus-1, Bus-2 and Bus-3, respectively.Cp is the equivalent 
capacitor of the loads, 
E. System Model 
Based on the above subsystem models of DG1, 
DG2, ESS and network, the small-signal model of a multi- 
DG microgrid system can be obtained. Fig. 6 describes the 
block diagram 
The complete small-signal model and system state matrix can 
be obtained using the subsystem models de- noted by
Fig. 4. Block diagram of the global small-signal model of a 
multi-DG micro- grid system 
DYNAMIC STABILITY ANALYSIS OF MICROGRID 
To investigate the dynamic stability of microgrid 
system,system stability margin the corresponding operation 
strategies can be obtained by tracking the loci of the eigen 
values with the variation of system parameters or steady-state 
operating state. 
CURRENT REALTIME EXPERIENCE OF 
MICROGRID SYSTEM IN SPAIN 
The Catalonia Institute for Energy Research (IREC) 
microgrid is located in Barcelona, Spain. 
The current microgrid power system is composed of: 
1) Generation unit. Emulates different types of 
generation such as wind and solar, reproducing real behavior, 
and in the case of renewable energy sources, reproducing the 
variable nature and dependence on external climatological 
factors. 
2) Energy storage unit. Emulates a storage system 
which, according to the needs, can be either a battery or an 
electric vehicle. 
3) Consumption unit. Emulates the real behavior of 
different types of consumption based of sensitive-loads 
and/or non-sensitive-loads using various load profiles 
Figure 4 Current configurable units of IREC’s microgrid 
Figure 5 shows the internal view of the configurable units
BENEFITS OF MICROGRID 
Microgrid has below mentioned enormous potential benefits: 
i) It optimizes the value of existing production and 
transmission capacity 
ii) It incorporates more renewable energy 
iii) It enables broader penetration of DERs and use of energy 
storage options 
iv) It reduces Carbon foot prints. 
v) It improves power quality 
vi) It improves power reliability, operational performance, 
asset management and overall productivity of utilities. 
vii) It enables two way communication with consumers by 
enabling them to manage their energy usage 
The traditional or classical system dispatch focused mainly 
on: 
• Unit commitment scheduling 
• Economic dispatch 
• Automatic generation control 
• Grid security 
• Local dispatch with some regional implications. 
The market-based system dispatch in a Smart Grid has 
additional sophisticated focus areas including: 
• Formal day-ahead and real-time tasks 
• Unit commitment and economic dispatch with more explicit 
transmission security constraints 
• Checks and balances to ensure transparency and 
consistency 
• Large-scale system dispatch that is regional and 
multiregional in scope. 
• Integration of distributed energy resources and demand 
response resources. 
• Shifting loads to more efficient generation using demand 
response and distributed generation and storage with the aim 
of saving energy and reducing carbon emissions. 
• Integrating technological advances in transmission to 
control power flows (FACTS,SVC, etc.). 
CONCLUSION 
A critical analysis of the literature review undertaken in 
the present paper finally reveals that dynamic stability model 
of System has a wide scope in operation and control of 
microgrids. It enables the design and control of microgrids to 
achieve the objective of both reliability of power system and 
effective utilization of renewable resources. 
The paper investigates technical & operational challenges 
and probable solutions for Hybrid Microgrid systems 
comprising various distributed energy resources. The load – 
generation balance in such system is achieved through 
Source control as well as Load control through microgrid. 
FUTURE SCOPE 
As seen from the trends in applications of microgrid the 
use of microgrid for simulation, operation , control of Microgrid , 
Demand Response , Service restoration, Smart grid control, has been 
observed. Micro Grid consists of numerous technologies. Apart from 
previously discussed techniques some of the major technologies used 
in microgrid can be enumerated as: Reliability, Smart Meters ,Smart 
Sensors, Smart Appliances, Real Time pricing, Automatic Meter 
Reading (AMR), Outage Management System (OMS), Plug in 
Hybrid Electric Vehicles(PHEV), Vehicle to Grid 
Technology(V2G), Home and Building Automation, Substation 
Automation ,Feeder Automation / Reconfiguration ,Intelligent 
Electronic Devices(IED) & their applications for monitoring & 
protection , Smart storage (like Battery, SMES, Pumped Hydro, 
Compressed Air Energy Storage),Wide Area Measurement 
System(WAMS),Phase Measurement Units (PMU), Load 
Restoration & Reconfiguration, Information & Communication 
Technology (ICT) containing Advanced Metering 
Infrastructure(AMI), Home Area Network(HAN), Neighborhood 
Area Network (NAN), Wide Area Network (WAN), Bluetooth, 
ZigBee, GPS, Wi-Fi, Wi-Max based communication, Cloud 
Computing, Cyber Security, Broadband over power line (BPL) along 
with Smart Micro Grid and Virtual Generation Technologies. 
ACKNOWLEDGMENT 
This literature survey paper work was supported in Sree 
Sastha Institute of Engineering & Technology and various 
research help from Department of Electrical and Electronics 
Engineering are gratefully acknowledged 
REFERENCES 
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[5] R. H. Lasseter, ―Microgrids,‖ in Proc. IEEE Power Eng. Soc. Winter 
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[6] R. H. Lasseter, ―Certs microgrid,‖ in Proc. IEEE Syst. of Syst. Eng. 
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[7] Serban1, R.Teodorescu2, J.M.Guerrero3, and C.Marinescu1, 
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Converters,‖ IEEE Trans. On SmartGrid. 
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R.muthukumar, Analysis of Dynamic Stability of Microgrid

  • 1. Analysis of dynamic stability model of microgrid: A Survey R.Muthukumar PG scholar *(Dept of Electrical and Electronic Engineering, Sree Sastha Institute of Engineering and Technology,Chennai-123)  Abstract— MICROGRIDS, in particular, and smart grids, in general, are new emerging power distribution infrastructures with prominent potentials among them are realization of de-mand response and efficient energy consumption, integration of distributed energy resources (DERs), and high-reliability electricity delivery. In a typical microgrid, the power generation ca-pacity is similar to the maximum total load. The low inertia of the system provides little margin for error in the power balance, both active and reactive, and requires rapid control response to load changes. Microgrid is defined as the cluster of multiple distributed generators (DGs) such as renewable energy sources that supply electrical energy. The connection of microgrid is in parallel with the main grid. When microgrid is isolated from remainder of the utility system, it is said to be in intentional islanding mode. In this mode, DG inverter system operates in voltage control mode to provide constant voltage to the local load. During grid connected mode, the Microgrid operates in constant current control mode to supply preset power to the main grid Index Terms—Distributed generators, dynamic stability, energy storage system, microgrid, small-signal model. . I. INTRODUCTION icrogrid is generally defined as a low or medium voltage distribution networks that comprises various distributed generations (DGs), storage devices, and controllable loads.Microgrids are capable of operating connected to the main utility grid (grid-connected mode) or they can operate without the presence of a utility grid (islanded or autonomous mode) without compromising power quality. DGs, especially those based on renewable energy sources such as solar and wind can be effectively integrated into a microgrid to cater for rapid growth in demand. This is one of the major advantages of forming microgrids in a distribution network. Energy storage devices can also be incorporated to enhance power management strategies in the microgrid. , A microgrid should be able to operate either in grid-connected or islanded modes. Islanding occurs once the microgrid is disconnected from the utility grid during a major disturbance in the main utility grid. The microgrid should manage the islanded operation maintaining the standard frequency and voltage Operation Control and Energy Management of grid connected Distributed Generation MICROGRID RESEARCH CLUSTER There are many research projects about the design, control, and operation of the microgrid throughout the world. In USA, the Consortium for Electric Reliability Technology Solutions (CERTS) has proposed and tested the control concepts of microgrid [3]. The field test hosted by American Electric Power (AEP) demonstrates that the control algorithm performs robustly during a variety of transient events, such as separation from the utility grid and the load changes during the microgrid is islanded. In Europe, the ―MICROGRID‖ project funded by the European Commission has been finished and the ―MORE MICROGRID‖ project is in progress. The projects aim at the increase of penetration of micro-generation in electrical networks through the exploitation and extension of the microgrid concept, involving the investigation of alternative DG control strategies and alternative network designs, development of new tools for multi-microgrid management. In Japan, the New Energy and Industrial Technology Development Organization (NEDO) started three research projects, which deal with new energy integration to local power system field test in 2004 [4] MICROGRID ARCHITECTURE Basic microgrid architecture is shown in Figure 1. This consists of a group of radial feeders, which could be part of a distribution system or a building‘s electrical system. There is a single point of connection to the utility called point of common coupling(PCC). Some feeders, (Feeders A-C) have sensitive loads, which require local generation. The non-critical load feeders do not have any local generation. Feeders A-C can island from the grid using the static switch that can separate in the less than a cycle. In this example there are four microsources at nodes 8, 11, 16 and 22, which control the operation using only local voltages and currents measurements. When there is a problem with the utility supply the static switch will open, isolating the sensitive loads from the power grid. Non-sensitive loads (feeder D) rides through switch will open, isolating the sensitive loads from the power grid.generation on feeders A, B, and C to meet the loads‘ on theses feeders. When the microgrid is grid-connected power from the local generation can be directed to the non- sensitive loads M
  • 2. . Figure. 1. Microgrid Architecture Diagram. OPERATIONAL MODES OF MICROGRID Technical issues such as control, power balance strategies, oper- ation, protection and storage techniques differ from one micro-grid to another. The main reasons are the integration of high number of distributed power generation units near to the electrical loads, the nature and size of the micro-generation units, and availability of primary energy sources for renewable power generation units. MICROGRID CONFIGURATIONS Fig. 2 shows a general configuration for power electronics based microgrids. Normally a microgrid consists of a static transfer switch (STS), distributed critical and noncritical loads, multiple DER units with various power electronics interfaces, protection devices, as well as measurement, monitoring, and control units. In [12], microgrid architectures are classified into three categories depending on their applications which are: i) utility microgrids, ii) industrial and commercial micro- grids, and iii) remote microgrids. However, recent advances in power electronics and FACTS systems offer more options for microgrid configurations with different customer requirements MODELLING OF MICROGRID In this paper ,a comprehensive small-signal model of a typical microgrid is presented including synchronous generator, asyn- chronous generator, and voltage source converter with corre- sponding control systems. The model covers almost all the possible power interfaces of DG and ESS existing in microgrid or distributed generation system. All the subsystems are modeled individually and then combined on a global reference frame. The model of different kind of microgrids can be obtained easily based on this paper with proper adjustment of the number and parameters of the subsystems. The model is analyzed in terms of system eigenvalues and their sensitivity to different operating state and control strategies of DG or ESS .It is observed that the dynamic stability of autonomous microgrid is influenced by system configuration and the variability of intermittent generation. It can be improved re- markably with ESS equipped due to its ability to mitigate the instantaneous active/reactive power unbalance. Therefore, properly designed and controlled energy storage which is essential solution to the reliable operation of microgrid as well the effective utilization of renewable energy. Results obtained from the model and eigenvalues analysis were verified through simulation and experiment on a study microgrid system. It can be observed that the model and its eigenvalues successfully denote the relationship between the dynamic stability and system configuration and the corre- sponding operation state. This paper provides a theoretical foundation for the analysis, configuration and operation of microgrid especially in autonomous operation mode. It enables the design and control of microgrids to achieve the objective of both reliability of power system and effective utilization of renewable resources. A. Mathematic Model of DG1 DG1 is mainly composed of wind turbine, transmission system, asynchronous generator and pitch control system. The electrical system of the three-phase symmetrical asynchronous generator in its arbitrary reference frame of d1- q1 is given by
  • 3. Where are the voltage and current vectors of the stator windings (sq1,sd1)and the rotor windings (rq1,rd1), respectively, and matrices and can be derived in [13]. The rotor mechanical model of DG1 is represented as Where ωb and ωr are the base electrical angular velocity and the rotor electrical angular velocity ,respectively. Is the combined inertia constant of rotor and loads. is the mechanical torque, and Te is the electromagnetic torque given by where Xm is the mutual inductance between stator and rotor windings. Wind turbine is connected to the asynchronous generator through a coaxial shaft where the mechanical model can be regarded approximately as a first-order time-delay system due to its large physical inertia, as shown in (6): (6) Where TH is the inertia time constant. The concept of slip is defined in synchronous rotating reference frame by setting The mathematical model of DG1 can be setup by (2)– (7). The small-signal state space model of DG1 in the global reference frame is B. Mathematic Model of DG2 DG2 consists of a prime mover such as diesel engine and gas turbine, and a three-phase synchronous generator with excitation and governor control systems. The electrical system of the synchronous generator in rotor reference frame d2-q2 is are the voltage and current vectors of the stator windings (sq1,sd1) and the rotor windings(rq1,rd1) , respectively, and matrices and can be derived in [13]. The rotor mechanical model of DG2 is represented as where ωe and ωr are the base electrical angular velocity and the rotor electrical angular velocity, respectively.H is the combined inertia constant of rotor and loads.T is the mechanical torque, and Te is the electromagnetic torque given by where Xm is the mutual inductance between stator and rotor windings The mathematical model of DG2 can be established , and transforming the global reference frame pro vided that the synchronous generator operates at the grid-con-nected mode.The state equations in the synchronous rotating reference frame with the relation of ω and δs and given by
  • 4. Combining two equations, the small-signal model of DG2 in the global reference frame are C. Mathematic Model of ESS Fig.3 illustrates the schematic diagram of ESS, which consist of battery bank and power electronic circuit with corresponding control system, and filters. The filters can be equivalent as the series connection of a resistor and an inductance for each phase where denotes the lump resistor of powerline and converter, and the effect of the dead-time of IGBT bridges. Is the DC-bus voltage and can be considered constant usually for dynamic analysis, which explains the concept of VSC. In the local reference frame of , the power circuit equations is given by where VN DC and VN QC are the voltage components of VSC in dc-qc axis frame.Vdc and Vqc are the voltage components of AC-bus in dc-qc axis frame. And idc and iqc are the current components of VSC in dc-qc axis, respectively. Based on (14) the small-signal model of the power circuit of ESS is represented by In the global reference frame, where Δδ can be derived D. Mathematic Model of Network As shown in Figure the model of network in , stationary reference frame is represented by where Rn and Ln are the line impedance of the th branch. is the th branch current. , , and are the voltage vectors of PCC, Bus-1, Bus-2 and Bus-3, respectively.Cp is the equivalent capacitor of the loads, E. System Model Based on the above subsystem models of DG1, DG2, ESS and network, the small-signal model of a multi- DG microgrid system can be obtained. Fig. 6 describes the block diagram The complete small-signal model and system state matrix can be obtained using the subsystem models de- noted by
  • 5. Fig. 4. Block diagram of the global small-signal model of a multi-DG micro- grid system DYNAMIC STABILITY ANALYSIS OF MICROGRID To investigate the dynamic stability of microgrid system,system stability margin the corresponding operation strategies can be obtained by tracking the loci of the eigen values with the variation of system parameters or steady-state operating state. CURRENT REALTIME EXPERIENCE OF MICROGRID SYSTEM IN SPAIN The Catalonia Institute for Energy Research (IREC) microgrid is located in Barcelona, Spain. The current microgrid power system is composed of: 1) Generation unit. Emulates different types of generation such as wind and solar, reproducing real behavior, and in the case of renewable energy sources, reproducing the variable nature and dependence on external climatological factors. 2) Energy storage unit. Emulates a storage system which, according to the needs, can be either a battery or an electric vehicle. 3) Consumption unit. Emulates the real behavior of different types of consumption based of sensitive-loads and/or non-sensitive-loads using various load profiles Figure 4 Current configurable units of IREC’s microgrid Figure 5 shows the internal view of the configurable units
  • 6. BENEFITS OF MICROGRID Microgrid has below mentioned enormous potential benefits: i) It optimizes the value of existing production and transmission capacity ii) It incorporates more renewable energy iii) It enables broader penetration of DERs and use of energy storage options iv) It reduces Carbon foot prints. v) It improves power quality vi) It improves power reliability, operational performance, asset management and overall productivity of utilities. vii) It enables two way communication with consumers by enabling them to manage their energy usage The traditional or classical system dispatch focused mainly on: • Unit commitment scheduling • Economic dispatch • Automatic generation control • Grid security • Local dispatch with some regional implications. The market-based system dispatch in a Smart Grid has additional sophisticated focus areas including: • Formal day-ahead and real-time tasks • Unit commitment and economic dispatch with more explicit transmission security constraints • Checks and balances to ensure transparency and consistency • Large-scale system dispatch that is regional and multiregional in scope. • Integration of distributed energy resources and demand response resources. • Shifting loads to more efficient generation using demand response and distributed generation and storage with the aim of saving energy and reducing carbon emissions. • Integrating technological advances in transmission to control power flows (FACTS,SVC, etc.). CONCLUSION A critical analysis of the literature review undertaken in the present paper finally reveals that dynamic stability model of System has a wide scope in operation and control of microgrids. It enables the design and control of microgrids to achieve the objective of both reliability of power system and effective utilization of renewable resources. The paper investigates technical & operational challenges and probable solutions for Hybrid Microgrid systems comprising various distributed energy resources. The load – generation balance in such system is achieved through Source control as well as Load control through microgrid. FUTURE SCOPE As seen from the trends in applications of microgrid the use of microgrid for simulation, operation , control of Microgrid , Demand Response , Service restoration, Smart grid control, has been observed. Micro Grid consists of numerous technologies. Apart from previously discussed techniques some of the major technologies used in microgrid can be enumerated as: Reliability, Smart Meters ,Smart Sensors, Smart Appliances, Real Time pricing, Automatic Meter Reading (AMR), Outage Management System (OMS), Plug in Hybrid Electric Vehicles(PHEV), Vehicle to Grid Technology(V2G), Home and Building Automation, Substation Automation ,Feeder Automation / Reconfiguration ,Intelligent Electronic Devices(IED) & their applications for monitoring & protection , Smart storage (like Battery, SMES, Pumped Hydro, Compressed Air Energy Storage),Wide Area Measurement System(WAMS),Phase Measurement Units (PMU), Load Restoration & Reconfiguration, Information & Communication Technology (ICT) containing Advanced Metering Infrastructure(AMI), Home Area Network(HAN), Neighborhood Area Network (NAN), Wide Area Network (WAN), Bluetooth, ZigBee, GPS, Wi-Fi, Wi-Max based communication, Cloud Computing, Cyber Security, Broadband over power line (BPL) along with Smart Micro Grid and Virtual Generation Technologies. 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