Smart Grid Modeling Approach for Wide Area

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    Abstract This paper describes an approach for modeling

    smart grids for wide area control applications. More specifically,

    it is proposed to model smart grids as a set of interdependent

    composite networks. A composite network is one whose evolution

    in time and/or space is described as a composition of more than

    one category of networks. This work proposes an interconnection

    of a communication network, information network, and a power

    system network to model smart grids. More specifically this work

    proposes a quantitative model focusing on bulk generation and

    transmission. The resulting model will be used for studying and

    simulating wide area measurement and control techniques and

    contingencies of components. The modeling methodology isbased on the initial partitioning by the National Institute of

    Standards and Technology (NIST) of the smart grid domains. A

    basic example with control of load (demand response) and

    generator set points over a communication link is presented.

    Index TermsSmart Grid, Communication Network

    Modeling, Power System Modeling, Wide Area Measurement

    and Control

    I. INTRODUCTION

    he power grid consists of physical components, which

    generate and transmit power, and cyber components

    which transmit data and control signals. Currently,

    operation and control of bulk power generation andtransmission network occurs at centralized control centers and

    relies mostly on operator in the loop control and analysis. For

    example, results from state estimation and contingency

    analysis will be reviewed by operators and adjustments systemoperation made accordingly by the system operator. This

    control loop relies on human intervention and the time scale is

    on the order of minutes. In addition, some automatic wide areacontrol, such as automatic generation control (AGC), has been

    implemented and relies on a slow response. More specifically,

    AGC acts slowly and deliberately over tens of seconds or a

    few minutes [1]. Current analytical techniques and models

    make assumptions that communication lines are in service and

    any latency or bandwidth constraints are negligible and/orhave no effect on system operation. With the slow response

    and dynamics of current wide area control techniques these

    assumptions are adequate. However, the advancement andimplementation of smart grid technology requires more

    advanced models that factor in the status and performance of

    A. St. Leger and John James are with the Electrical Engineering and

    Computer Science department at the United States Military Academy, WestPoint, NY 10996 USA (e-mail: [email protected] and

    [email protected] ). Dean Frederick is with Saratoga Control Systems,

    Inc.

    communication and information networks. For example,

    results presented in [2] show that an increase in time delay can

    cause degradation of frequency control using decentralized

    intelligent loads. Furthermore, too much latency can lead tosystem instability. As a result, the present state and dynamics

    of communication networks can be a critical contingency for

    current and future smart grid applications. The objective of

    this work is to develop a modeling methodology for analyzingsmart grids, control techniques, and identifying important

    contingencies within cyber and physical elements of the

    system specifically for wide area control applications. These

    contingencies could be malicious, for example a cyber orphysical attack on a network, or non-malicious. A critical

    component for modeling smart grids is modeling the

    interdependencies and interactions between the cyber andphysical components.

    Vulnerability analysis of power systems and information

    networks is a continuing field of research [3-5]. The focus of

    many research efforts have been placed on large cascadingfailures due to impacts of such disruptions. Historically, much

    research has focused on either the power grid or information

    networks [6, 7]. Recently the interdependencies of the twoinfrastructures been studied [3, 8, 9]. The current state-of-the-

    art techniques rely on qualitative analysis of the systems and

    interdependencies [5] and, as a result, develop approximateresults and estimations of the real interdependencies of the two

    systems. Some work is moving towards a quantitativeapproach more suitable for analyzing smart grid applications

    and contingencies [10]. The approach described in this paper

    is to develop a unified quantitativemethodology of modeling

    both the cyber and physical components of the system, and theinterdependencies between the two. More specifically the

    focus is on a unified cyber/physical system model suitable for

    simulation and analysis of the following:

    Physical contingencies in HV transmissionnetwork/bulk power generation and sensors

    Cyber contingencies in smart grid componentsrelated to HV transmission/bulk Generation

    Decentralized local and wide area control Centralized wide area control

    Some specific examples of wide area control techniques of

    interest are voltage control, frequency control, and small

    signal stability control for inter-area modes. Of particular

    interest is how advanced wide area control techniques are

    susceptible to contingencies of physical and/or cybercomponents.

    Smart Grid Modeling Approach for Wide Area

    Control ApplicationsAaron St. Leger,Member, IEEE, John James, Senior Member, IEEE,Dean Frederick, Senior Member,

    IEEE

    T

    978-1-4673-2729-9/12/$31.00 2012 IEEE

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    Fig. 2. Smart Grid Model Structure

    This general framework of LCNC and RSOC linked to

    physical model of the power system/communication network

    is generalized to allow for modeling of a wide range of smart

    grid devices and controls. The next sections discuss the powersystem, communication network, and control components in

    more detail.

    A. Power System Network Components

    The power system network, which consists of aninterconnection of transmission lines and transformers, is

    modeled by an interconnection of impedances modeling each

    component. Network equations in terms of the nodal

    admittance can be written for an n bus system from this asfollows [12]:

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    current injection at the network nodes and V is a columnvector of nodal voltages. Generators and loads are modeled as

    power injections into the system nodes.

    Generators are modeled as synchronous machines with

    governors, exciters and power system stabilizers. The

    mechanical model of the generator is based on the swingequation and governors, exciters and power system stabilizers

    are based on standard models used in power system analysis.

    Details on these models can be seen in [12]. Loads aremodeled as constant power. Enhancement of this work is

    ongoing to incorporate ZIP and dynamic load models based on

    induction machines.

    B. Communication Network Components

    Communication network modeling consists of two

    approaches. The first is to model physical devices and

    communication links (e.g. modems, fiber optic networks, etc).Initial work has incorporated a frequency shift key (FSK)

    modem to transmit control signals between components. The

    second approach is a generic communication link model

    incorporating bandwidth and latency which are the two mostinherent properties for smart grid communication as discussed

    in [13]. The initial model incorporates a variable time-delay to

    the data sent over a communication link. This allows variationof the time-delay to model constant or variable latency in data

    transmission. Work is ongoing to develop time-delay based

    models to represent specific communication hardware and

    protocols. However, the initial time-delay model can be used

    to study the effects of latency on wide area control techniquesand other smart grid functions.

    C. Control Components

    Modeling of control components is broken down intoLCNC and RSOC models. RSOC models are used for wide

    are controllers such as Static Var Compensation (SVC) control

    proposed in [14]. A model for a SVC in our approach is shown

    in Fig. 3. Communication links transmit measurements from a

    phasor measurement unit (PMU) unit embedded in the powersystem model and deliver it to an algorithm which processes

    the data, updates the discrete state of the SVC and send a

    control signal over a communication link. Different controlalgorithms, communication links, SVC models, etc. can be

    modeled with this approach.

    Fig. 3. RSOC Model of Wide Area Control SVC

    LCNC models are used for localized control which can bebased on local and/or wide area measurements. For example,

    power system stabilizer controls are implemented via local

    measurement and feedback at the generators. Smart gridcomponents requiring wide area measurement or transfer of

    information between components embedded in the network

    are modeled as intelligent agents. An intelligent agent is an

    autonomous, goal-oriented entity that can interact with its

    environment [13]. This is modeled here as an algorithmdictating the behavior of the agent with local and wide area

    measurement as inputs while local control actions and

    communication with other agents as outputs. Latency of localcontrol actions and measurements for LCNC is assumed to be

    zero. Latency and transmission of information to and from

    LCNC is represented by the communication network model.

    The following section discusses initial efforts towardconstructing and simulating the proposed smart grid model.

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    and their associated cyber and physical contingencies. TheMATLAB/Simulink simulation environment is flexible to

    allow a wide range of modeling and simulation of smart grid

    components and control schemes. Future work will include

    analyzing the scalability of the proposed approach andrefining models. Simulating very large systems in detail will

    likely be impractical, however, the developed framework

    allows for implementation of refined or simplified modelsmore appropriate for large system simulation.

    V. ACKNOWLEDGMENT

    This work was supported by the Defense Threat Reduction

    Agency MIPR# 10-2693M, to the United States MilitaryAcademy.

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