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A Generalized Formulation of Demand Response under Market Environments
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Minh Y Nguyen* and Duc M. Nguyen
A Generalized Formulation of Demand Response
under Market Environments
Abstract: This paper presents a generalized formulation
of Demand Response (DR) under deregulated electricity
markets. The problem is scheduling and controls the
consumption of electrical loads according to the market
price to minimize the energy cost over a day. Taking into
account the modeling of customers’ comfort (i.e., preference), the formulation can be applied to various types of
loads including what was traditionally classified as critical loads (e.g., air conditioning, lights). The proposed DR
scheme is based on Dynamic Programming (DP) framework and solved by DP backward algorithm in which the
stochastic optimization is used to treat the uncertainty, if
any occurred in the problem. The proposed formulation is
examined with the DR problem of different loads, including Heat Ventilation and Air Conditioning (HVAC),
Electric Vehicles (EVs) and a newly DR on the water
supply systems of commercial buildings. The result of
simulation shows significant saving can be achieved in
comparison with their traditional (On/Off) scheme.
Keywords: demand response, heat ventilation air conditioning, electric vehicle, water supply systems, dynamic
programming, real-time markets, Smartgrid
DOI 10.1515/ijeeps-2014-0147
1 Introduction
Basically, Demand Response (DR) refers to the ability to
curtail some electrical loads, i.e., turn off appliances at
peak times to alleviate the need for peaking generation
sources. Thanks to Smartgrid technologies, e.g., Advanced
Metering Infrastructure (AMI) which enables the real-time
exchanges of information in the power system and makes
DR an important, growing part of resources for System
Operator (SO) to manage the balance between supply and
demand [1]. Under market environments, the benefits of DR
are achieved by customers’ intentional response to the
change of the electricity price over time; this action also
results in a saving of their electric bills. With flexible time of
response, a variety of ancillary services can be delivered
through DR such as load-frequency control, regulation,
spinning and non-spinning reserves, etc. [2].
Traditionally, electrical loads fall into three categories:
(1) sheddable loads, loads that, when turning on/off would
be slightly (or un-) noticed by the users (e.g., water heater);
(2) shiftable loads, loads with a flexible starting time that
only needs to be accomplished by a specified time (e.g.,
washing machine); and (3) critical loads, loads that, when
turning on/off could result in some inconvenience or discomfort for the users (e.g., lights, air-conditioning.)
The first two categories, also known as Interruptible
Loads (ILs), are largely emphasized by the traditional DR
and considered in both wholesale and retail electricity markets. The scheduling of ILs, i.e., the portion and duration of
interruptions, as a part of Optimal Power Flow (OPF) problems is presented in Ref. [3]. Further in Ref. [4], it introduces
multi-objective optimization to take into account the conflicting targets, such as minimizing payment to ILs, minimizing frequency of interruptions, etc. at the same time meeting
the system requirements. In Ref. [5], DR is considered upon
the thermo-appliances of an aggregate load to form a Virtual
Power Plant (VPP); thereafter, the algorithm for short-term
operations in electricity markets is provided. In Ref. [6],
charging algorithm, namely smart charger for Electric
Vehicles (EVs) according to the price signal in Smargrids is
proposed; it is concerned with the trade-off between the
customers’ willingness to pay and the charging rate.
The third group, i.e., critical loads, gets attention of
modern DR: based on the physical model of loads, the energy
consumption can be managed to reduce the cost over a
period of time while maintain an adequate comfort level to
the customers. In Ref. [7], a real-time control for smart home
appliances in response to the real-time price is presented;
this combines an hour-ahead rolling optimization and realtime control strategy to deal with complex operating environments. In Ref. [8], the stochastic optimization is used to
carry out the optimal operation of a building with both heat
and electricity consumption supplied by various energy
sources, including utility grid, battery, combined heat and
*Corresponding author: Minh Y Nguyen, Department of Electrical
and Computer Enigneering, Faculty of International Training, Thai
Nguyen University of Technology, 3–2 Str. Tich Luong, Thai Nguyen,
Viet Nam, E-mail: [email protected]
Duc M. Nguyen, International School of Education, Viet Nam
Maritime University, Lach Tray Str., Ngo Quyen, Hai Phong, Viet
Nam, E-mail: [email protected]
Int. J. Emerg. Electr. Power Syst. 2015; 16(3): 217–224
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