Abstract:Electric power systems worldwide are receiving an increasing volume of wind power generation (WPG) because of environmental concerns and cost declines associated with technological innovation. To manage the uncertainty of WPG, a system operator must commit sufficient conventional generators to provide an appropriate reserve. At times, frequent start and stop operations are applied to certain generators, which incurs maintenance costs associated with thermal-mechanical fatigue. In this paper, we suggest a compr… Show more
“…Since, after operation (Equation (10)), the repair moments do not belong to a set of natural numbers {x i N}, the resultant elements of the population matrix must be rounded off to the nearest integer values. The idea behind the initialization of the standard deviation value for the presented probability distribution is that the pseudorandom departure of the repair moment for unit i cannot be greater than half of the duration of the maintenance period for this unit (i.e., 1 2 τ i -three standard deviations for a normal probability distribution, Equation ( 10)). This approach to the initialization of repair moment departures, which directly affects the diversity of the initial set of repair plans, can be changed depending upon the user's assessment.…”
Section: Differential Evolution Methods For Generating Equipment Maintenance Planningmentioning
confidence: 99%
“…The concern regarding the controllability of generating equipment underlines, in turn, the significance of generator maintenance scheduling procedures. These measures can be completed using generating adequacy approaches, being responsible for the assessment of the balance between generated and consumed energy [1][2][3]. For instance, the criterion being widely used in order to estimate the generating adequacy of a power system is expected an energy not supplied (EENS) coefficient [4].…”
Generator maintenance scheduling presents many engineering issues that provide power system personnel with a variety of challenges, and one can hardly afford to neglect these engineering issues in the future. Additionally, there is vital need for further development of the repair planning task complexity in order to take into account the vast majority of power flow constraints. At present, the question still remains as to which approach is the simplest and most effective, as well as appropriate for further application in the power flow-oriented statement of the repair planning problem. This research compared directed search, differential evolution, and very fast simulated annealing methods based on a number of numerical calculations and made conclusions about their prospective utilization in terms of a more complicated mathematical formulation of the repair planning task. A comparison of results shows that the effectiveness of directed search methods should not be underestimated, and that the pure differential evolution and very fast simulated annealing approaches are not essentially reliable for repair planning. The experimental results demonstrate the perspectivity of unifying single-procedure methods in order to net out risk associated with specific features of these approaches.
“…Since, after operation (Equation (10)), the repair moments do not belong to a set of natural numbers {x i N}, the resultant elements of the population matrix must be rounded off to the nearest integer values. The idea behind the initialization of the standard deviation value for the presented probability distribution is that the pseudorandom departure of the repair moment for unit i cannot be greater than half of the duration of the maintenance period for this unit (i.e., 1 2 τ i -three standard deviations for a normal probability distribution, Equation ( 10)). This approach to the initialization of repair moment departures, which directly affects the diversity of the initial set of repair plans, can be changed depending upon the user's assessment.…”
Section: Differential Evolution Methods For Generating Equipment Maintenance Planningmentioning
confidence: 99%
“…The concern regarding the controllability of generating equipment underlines, in turn, the significance of generator maintenance scheduling procedures. These measures can be completed using generating adequacy approaches, being responsible for the assessment of the balance between generated and consumed energy [1][2][3]. For instance, the criterion being widely used in order to estimate the generating adequacy of a power system is expected an energy not supplied (EENS) coefficient [4].…”
Generator maintenance scheduling presents many engineering issues that provide power system personnel with a variety of challenges, and one can hardly afford to neglect these engineering issues in the future. Additionally, there is vital need for further development of the repair planning task complexity in order to take into account the vast majority of power flow constraints. At present, the question still remains as to which approach is the simplest and most effective, as well as appropriate for further application in the power flow-oriented statement of the repair planning problem. This research compared directed search, differential evolution, and very fast simulated annealing methods based on a number of numerical calculations and made conclusions about their prospective utilization in terms of a more complicated mathematical formulation of the repair planning task. A comparison of results shows that the effectiveness of directed search methods should not be underestimated, and that the pure differential evolution and very fast simulated annealing approaches are not essentially reliable for repair planning. The experimental results demonstrate the perspectivity of unifying single-procedure methods in order to net out risk associated with specific features of these approaches.
“…The production levels of committed units must be found in order to meet the predicted load at a minimum total production cost over a planning horizon, varying from one day to one week. In general, most of the operation costs include start-up costs and shut-down costs [10]. The minimization of the operating costs is affected by several operating constraints, which can lead to a limitation of the search space.…”
Section: Research Background and Related Workmentioning
This paper presents a modified formulation for the wind-battery-thermal unit commitment problem that combines battery energy storage systems with thermal units to compensate for the power dispatch gap caused by the intermittency of wind power generation. The uncertainty of wind power is described by a chance constraint to escape the probabilistic infeasibility generated by classical approximations of wind power. Furthermore, a mixed-integer linear programming algorithm was applied to solve the unit commitment problem. The uncertainty of wind power was classified as a sub-problem and separately computed from the master problem of the mixed-integer linear programming. The master problem tracked and minimized the overall operation cost of the entire model. To ensure a feasible and efficient solution, the formulation of the wind-battery-thermal unit commitment problem was designed to gather all system operating constraints. The solution to the optimization problem was procured on a personal computer using a general algebraic modeling system. To assess the performance of the proposed model, a simulation study based on the ten-unit power system test was applied. The effects of battery energy storage and wind power were deeply explored and investigated throughout various case studies.
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