- Power System, Power Systems, Electric Power Systems, Power System Economics, Power Dynamic, Power System analysis, and 20 moreElectric Machinery, Parniani, Renewable Energy, Energy, Electrical Power Distribution, Power Electronics, Thermal Power Plants, Game Theory, Artificial Neural Networks, Model Predictive Control (MPC), Fault Current Limiters, Power System Transient, Transient Stability Analysis, Power system transients, 6. Power System Stability, Fault Current, Electrical Engineering, Engineering, Artificial Intelligence, and Computer Engineeringedit
- Experienced Faculty Member with a demonstrated history of working in the electrical engineering industry. Skilled in ... moreExperienced Faculty Member with a demonstrated history of working in the electrical engineering industry. Skilled in Smart Grid, Optimization and Renewable Energy. Strong education professional with a PhD focused in Power System from Sharif University of Technology.edit
The optimal energy management in energy hubs has recently attracted a great deal of attention around the world. The energy hub consists of several inputs (energy resources) and outputs (energy consumptions) and also some energy... more
The optimal energy management in energy hubs has recently attracted a great deal of attention
around the world. The energy hub consists of several inputs (energy resources) and outputs
(energy consumptions) and also some energy conversion/storage devices. The energy hub can
be a home, large consumer, power plant, etc. The objective is to minimize the energy procurement
costs (fuel/electricity/environmental aspects) subject to a set of technical constraints. One of the
popular options to be served as the input resource is renewable energy like wind or solar ...
around the world. The energy hub consists of several inputs (energy resources) and outputs
(energy consumptions) and also some energy conversion/storage devices. The energy hub can
be a home, large consumer, power plant, etc. The objective is to minimize the energy procurement
costs (fuel/electricity/environmental aspects) subject to a set of technical constraints. One of the
popular options to be served as the input resource is renewable energy like wind or solar ...
Research Interests:
Energy Hub is an appropriate framework for modeling and optimal scheduling of multi-energy systems (MES). Energy hub provides the possibility of integrated management of various inputs, converters, storage systems, and outputs of multiple... more
Energy Hub is an appropriate framework for modeling and optimal scheduling of multi-energy systems (MES). Energy hub provides the possibility of integrated management of various inputs, converters, storage systems, and outputs of multiple energy carrier systems. However, the optimal management problem in the energy hub is affected by various technical, economic, social and environmental parameters. Many of these parameters are inherently ambiguous and uncertain. Fluctuating nature of renewable energy sources (RES), energy prices in competitive and deregulated markets, the behavior of consumers, inherent variations in the surrounding environment, simplifications and approximations in modeling, linguistic terms of experts, etc. are just a few examples of uncertainties in the optimal management problem of energy hub. Ignoring such uncertainties in the process of modeling and optimization of energy hub leads to unrealistic models and inaccurate results. On the other hand adding these uncertainties leads to increased complexity of modeling and optimization. Therefore, to achieve a realistic model of MES in the form of energy hubs, identifying appropriate methods to address these uncertainties is essential. This paper reviews the different methods for the consideration of uncertainty in optimal scheduling of energy hubs. In this paper, different methods of modeling and optimization of energy hub are reviewed and classified and their strengths and weaknesses are discussed. A classification and review of the various methods that offered in the most recent research of MES in the field of uncertainty modeling are done to identify efficient methods for using in energy hub models.
Research Interests:
Research Interests:
Research Interests:
Research Interests:
Research Interests:
ABSTRACT This paper presents a stochastic programming framework for solving the scheduling problem faced by an industrial customer with cogeneration facilities, conventional power production system, and heat only units. The power and heat... more
ABSTRACT This paper presents a stochastic programming framework for solving the scheduling problem faced by an industrial customer with cogeneration facilities, conventional power production system, and heat only units. The power and heat demands of the customer are supplied considering demand response (DR) programs. In the proposed DR program, the responsive load can vary in different time intervals. In the paper, the heat-power dual dependency characteristic in different types of CHP units is taken into account. In addition, a heat buffer tank, with the ability of heat storage, has been incorporated in the proposed framework. The impact of the market and load uncertainties on the scheduling problem is characterized through a stochastic programming formulation. Autoregressive integrated moving average (ARIMA) technique is used to generate the electricity price and the customer demand scenarios. The daily and weekly seasonalities of demand and market prices are taken into account in the scenario generation procedure. The conditional value-at-risk (CVaR) methodology is implemented in order to limit the risk of expected profit due to market price and load forecast volatilities.
Research Interests:
Research Interests:
Optimal reactive power dispatch (ORPD) is a multi-variable problem with nonlinear constraints and continuous/discrete decision variables. Due to the stochastic behavior of loads, the ORPD requires a probabilistic mathematical model. In... more
Optimal reactive power dispatch (ORPD) is a multi-variable problem with nonlinear constraints and continuous/discrete decision variables. Due to the stochastic behavior of loads, the ORPD requires a probabilistic mathematical model. In this paper, Monte Carlo simulation (MCS) is used for modeling of load uncertainties in the ORPD problem. The problem is formulated as a nonlinear constrained multi objective (MO) optimization problem considering two objectives, i.e., minimization of active power losses and voltage deviations from the corresponding desired values, subject to full AC load flow constraints and operational limits. The control variables utilized in the proposed MO-ORPD problem are generator bus voltages, transformers’ tap ratios and shunt reactive power compensation at the weak buses. The proposed probabilistic MO-ORPD problem is implemented on the IEEE 30-bus and IEEE 118-bus tests systems. The obtained numerical results substantiate the effectiveness and applicability of...
ABSTRACT Abstract In the restructured electricity markets, retailers purchase the required demand of its consumers from different energy resources such as self-generating facilities, bilateral contracts and pool market. In this process,... more
ABSTRACT Abstract In the restructured electricity markets, retailers purchase the required demand of its consumers from different energy resources such as self-generating facilities, bilateral contracts and pool market. In this process, the pool market price uncertainty modeling is important for obtaining the maximum profit. Therefore, in this paper, a robust optimization approach is proposed to obtain the optimal bidding strategy of retailer, which should be submitted to pool market. By the proposed method, a collection of robust mixed-integer linear programming problem (RMILP) is solved to build optimal bidding strategy for retailer. For pool market price uncertainty modeling, upper and lower limits of pool prices are considered instead of the forecasted prices. The range of pool prices are sequentially partitioned into a successive of nested subintervals, which permit formulating a collection of RMILP problems. The results of these problems give sufficient data to obtain optimal bidding strategy for submit to pool market by retailer. A detailed analysis is utilized to delineate the proposed method.
Research Interests:
ABSTRACT Due to the large number of uncertainties in operation and planning of power system, it is appropriate to analyse the transient stability assessment as a stochastic problem. This paper presents the probabilistic approach to... more
ABSTRACT Due to the large number of uncertainties in operation and planning of power system, it is appropriate to analyse the transient stability assessment as a stochastic problem. This paper presents the probabilistic approach to determine the optimal location of thyristor-controlled phase shifting transformer (TCPST) for enhancing the transient stability of power system. TCPSTs are the cost-effective means to ensure reliable and efficient power flow control in overloaded transmission lines. This feature leads to reduction of the rotor angle separation of synchronous generators during disturbance occurrence which improves transient stability of the system. To select the optimal location of the TCPSTs, the analysis of angular separation of rotors of generators is calculated by considering the probabilistic factors. The Western-System-Coordinating-Council (WSCC) 9-bus and Institute of Electrical and Electronics Engineers (IEEE) New-England 39 bus test systems were used to demonstrate the feasibility and applicability of the presented method.
Research Interests:
ABSTRACT optimal reactive power dispatch (ORPD) due to nonlinear and discrete functions, continuous and discrete variables and discontinuous constraints is a complex issue in power systems. In this paper, the purpose is solving Multi... more
ABSTRACT optimal reactive power dispatch (ORPD) due to nonlinear and discrete functions, continuous and discrete variables and discontinuous constraints is a complex issue in power systems. In this paper, the purpose is solving Multi objective reactive power dispatch (MORD) problem with considering bus voltage limits, the limits of each branch power flow, generators voltages, transformers tap changers and the amount of compensation on weak buses is to minimize the objectives functions. These parameters are available and their values calculated for best solution. In this paper for modeling load uncertainty (LU) Monte Carlo simulation (MCS) is proposed. The objectives of this paper are real power losses and voltage deviations are conflicted and the both of these objectives by weighted sum method being multi objective. Since the proposed problem is multi objective optimization problem incorporating several solutions instead of one MCS is performed in order to find best answer. The optimization models are implemented and solved using the GAMS programing language and proposed method has been carried out on IEEE 14 – bus test system.
ABSTRACT In restructured electricity markets, the electricity retailers try to obtain the consumers' electricity demand at the minimum cost of different resources such as self-generating facilities, bilateral contracts and pool... more
ABSTRACT In restructured electricity markets, the electricity retailers try to obtain the consumers' electricity demand at the minimum cost of different resources such as self-generating facilities, bilateral contracts and pool market purchases. Hence, more attention should be paid to the demand response programs (DRPs) which aim to electricity procurement cost reduction. Owing to the uncertain nature of pool prices and the price fluctuation in the pool markets, the uncertainty modelling is inevitable for retailers. In this study, a robust optimisation approach is proposed for decision making of electricity retailers. Meanwhile, considering the effect of DRP on total procurement cost, an optimal bidding strategy is proposed of electricity retailers with the time-based model of DRP in the electricity market. For this purpose, a collection of robust mixed-integer linear programming (RMILP) problem should be solved in the proposed method. Rather than using the forecasted prices as inputs, the upper and lower limits of pool prices are considered for the uncertainty modelling. The range of pool prices is sequentially partitioned into successive nested subintervals, which permits formulating the RMILP problems. The results of these problems give sufficient data to obtain an optimal bidding strategy for electricity retailers considering DRP. Detailed analysis is performed to delineate the proposed method.
Research Interests:
Research Interests:
Research Interests:
ABSTRACT This paper presents the short-term hourly scheduling of industrial and commercial customers with cogeneration facilities, conventional power units, and heat-only units. In order to serve the power and heat demands of the customer... more
ABSTRACT This paper presents the short-term hourly scheduling of industrial and commercial customers with cogeneration facilities, conventional power units, and heat-only units. In order to serve the power and heat demands of the customer with minimum cost, demand response (DR) program has been implemented. In the proposed DR program total power and heat demand of customer will be supplied, without any curtailed load. Moreover, the responsive load can vary in different time intervals. In the paper, the heat-power dual dependency characteristic in different types of CHP (combined heat and power generation) units is taken into account and all technical constraints of generation units have been satisfied. In addition, a heat buffer tank, with the ability of heat storage, has been incorporated in the proposed framework. This work studies four cases in order to confirm the performance of the proposed method. The importance of applying the proposed DR program, the effect of considering the amount of transferable power constraint and the effect of heat exchange with the nearby factories in the value of expected profit have been investigated in the case studies.
Research Interests:
Research Interests:
ABSTRACT This letter proposes an efficient real-time approach based on optimality condition decomposition (OCD) technique to solve dynamic economic dispatch (DED) problem. Ramp-rate limits, prohibited operation zones (POZs) constraints,... more
ABSTRACT This letter proposes an efficient real-time approach based on optimality condition decomposition (OCD) technique to solve dynamic economic dispatch (DED) problem. Ramp-rate limits, prohibited operation zones (POZs) constraints, along with transmission losses are considered in the studied DED model. In order to examine the effectiveness of the proposed approach, it is implemented on a 54-unit test system. The obtained results verify applicability of the proposed method for solving the DED problem in real-time environment.
Research Interests:
ABSTRACT Short-term hydrothermal generation scheduling aims at determining optimal hydro and thermal generations to achieve minimum fuel cost of thermal plants for a 1 day or a 1 week while meeting various hydraulic and electric system... more
ABSTRACT Short-term hydrothermal generation scheduling aims at determining optimal hydro and thermal generations to achieve minimum fuel cost of thermal plants for a 1 day or a 1 week while meeting various hydraulic and electric system constraints. The problem is viewed as a complex and nonlinear hard problem considering valve-points effects and transmission losses with a set of operation operational and physical constraints. This paper presents a novel effective differential real-coded quantum-inspired evolutionary algorithm (DRQEA) for solving this complicated problem. Some improvements like real-coded rule, adaptive differential mutation and crossover mechanism are proposed in DRQEA to enhance the global search ability in continuous space. Meanwhile, various constraints are handled effectively by using heuristic strategies designed by their characteristics. The effectiveness of the proposed approach is demonstrated on two hydrothermal test systems, which consist of two sub-systems: hydro sub-system and thermal sub-system. The obtained results of the proposed approach are compared with other methods, and simulation and comparison results clearly show that DRQEA is able to provide better solution than other reported methods, both in the solution quality and the convergence speed. The proposed algorithm can also apply to other dynamic optimization problem with nonlinear and non-convex characteristics in power system.