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2019 | Buch

Modern Music-Inspired Optimization Algorithms for Electric Power Systems

Modeling, Analysis and Practice

verfasst von: Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier

Verlag: Springer International Publishing

Buchreihe : Power Systems

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Über dieses Buch

In today’s world, with an increase in the breadth and scope of real-world engineering optimization problems as well as with the advent of big data, improving the performance and efficiency of algorithms for solving such problems has become an indispensable need for specialists and researchers. In contrast to conventional books in the field that employ traditional single-stage computational, single-dimensional, and single-homogeneous optimization algorithms, this book addresses multiple newfound architectures for meta-heuristic music-inspired optimization algorithms. These proposed algorithms, with multi-stage computational, multi-dimensional, and multi-inhomogeneous structures, bring about a new direction in the architecture of meta-heuristic algorithms for solving complicated, real-world, large-scale, non-convex, non-smooth engineering optimization problems having a non-linear, mixed-integer nature with big data. The architectures of these new algorithms may also be appropriate for finding an optimal solution or a Pareto-optimal solution set with higher accuracy and speed in comparison to other optimization algorithms, when feasible regions of the solution space and/or dimensions of the optimization problem increase.
This book, unlike conventional books on power systems problems that only consider simple and impractical models, deals with complicated, techno-economic, real-world, large-scale models of power systems operation and planning. Innovative applicable ideas in these models make this book a precious resource for specialists and researchers with a background in power systems operation and planning.Provides an understanding of the optimization problems and algorithms, particularly meta-heuristic optimization algorithms, found in fields such as engineering, economics, management, and operations research;
Enhances existing architectures and develops innovative architectures for meta-heuristic music-inspired optimization algorithms in order to deal with complicated, real-world, large-scale, non-convex, non-smooth engineering optimization problems having a non-linear, mixed-integer nature with big data;
Addresses innovative multi-level, techno-economic, real-world, large-scale, computational-logical frameworks for power systems operation and planning, and illustrates practical training on implementation of the frameworks using the meta-heuristic music-inspired optimization algorithms.

Inhaltsverzeichnis

Frontmatter

Fundamental Concepts of Optimization Problems and Theory of Meta-Heuristic Music-Inspired Optimization Algorithms

Frontmatter
Chapter 1. Introduction to Meta-heuristic Optimization Algorithms
Abstract
This chapter begins with a concise definition of the optimization problem and its parameters, along with a mathematical description of an optimization problem with continuous and discrete decision-making variables whose objective functions are employed in a standard form of an optimization problem along with equality and inequality constraints. Subsequently, the authors address the classifications of an optimization problem from different perspectives, which deserve attention and can achieve full knowledge regarding an optimization problem and its parameters. In addition, a succinct overview pertaining to the optimization algorithms with a focus on meta-heuristic optimization algorithms is reported.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Chapter 2. Introduction to Multi-objective Optimization and Decision-Making Analysis
Abstract
In this chapter, the necessity of utilizing a multi-objective optimization process is rigorously elucidated. Afterwards, the fundamental concepts of optimization in multi-objective optimization problems are thoroughly described in five sections: (1) mathematical description of a multi-objective optimization problem; (2) concepts related to efficiency, efficient frontier, and dominance; (3) concepts relevant to Pareto optimality; (4) concepts associated with the vector of ideal objective functions and the vector of nadir objective functions; and (5) concepts pertaining to Pareto optimality investigation. In this chapter, the authors also provide an exhaustive classification of the multi-objective optimization algorithms by concentrating on the role of the decision maker in the solution process, which are then broken down into two approaches: (1) noninteractive and (2) interactive. Noninteractive approaches are further divided into four classes, including basic, no-preference, a priori, and a posteriori approaches. The fuzzy satisfying method is then extensively expressed in order to select the final optimal compromise solution from the Pareto-optimal solution set.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Chapter 3. Music-Inspired Optimization Algorithms: From Past to Present
Abstract
This chapter illustrates the definition of music with regard to its historical roots and then denotes the different interpretations of music from the standpoint of well-known philosophers and scientists. A concise history of music is presented through a review of archaeological evidence. Besides these initial topics, Chap. 3 deals with the music-inspired meta-heuristic optimization algorithms from past to present: the single-stage computational single-dimensional harmony search algorithm (SS-HSA); the single-stage computational single-dimensional improved harmony search algorithm (SS-IHSA); and the continuous two-stage computational, multidimensional, single-homogeneous melody search algorithm (TMS-MSA). This chapter also helps readers to identify the enhancements applied on the original SS-HSA in the form of a structural classification, including (1) the enhanced versions of the original SS-HSA, based on parameter adjustments; (2) enhanced versions of the original SS-HSA, according to a combination of this algorithm with other meta-heuristic optimization algorithms; and (3) enhanced versions of the original SS-HSA, in accordance with architectural principles. Finally, the chapter elaborates on reasonability and applicability of the music-inspired meta-heuristic optimization algorithms from past to present for solving complicated, real-world, large-scale, non-convex, non-smooth optimization problems and, subsequently, outlines a valuable background for elucidating innovative versions of the music-inspired meta-heuristic optimization algorithms in Chap. 4.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Chapter 4. Advances in Music-Inspired Optimization Algorithms
Abstract
This chapter complements Chap. 3 by providing multiple innovative versions of the modern music-inspired optimization algorithms. First, the authors propose an innovative continuous/discrete TMS-MSA by borrowing the basic principles of the original continuous TMS-MSA in order to deal with the complicated, real-world, large-scale, non-convex, non-smooth optimization problems with a simultaneous combination of the continuous and discrete decision-making variables. Then, an innovative improved version of the proposed continuous/discrete TMS-MSA, called a two-stage computational multidimensional single-homogeneous enhanced melody search algorithm (TMS-EMSA), is developed in order to increase the efficiency and efficacy of the performance of this optimization algorithm. Moreover, an innovative version of the architecture of the proposed TMS-EMSA—a multi-stage computational multidimensional multiple-homogeneous enhanced melody search algorithm (MMM-EMSA), multi-stage computational multidimensional single-inhomogeneous enhanced melody search algorithm (MMS-EMSA), or symphony orchestra search algorithm (SOSA)—is rigorously developed in order to appreciably enhance its performance, flexibility, robustness, and parallel capability. The newly developed SOSA has a multi-stage computational multidimensional and multiple-homogeneous or multi-stage computational multidimensional and single-inhomogeneous structure. Eventually, the chapter ends with the presentation of new multi-objective strategies for remodeling the architecture of the meta-heuristic music-inspired optimization algorithms.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier

Power Systems Operation and Planning Problems

Frontmatter
Chapter 5. Power Systems Operation
Abstract
The second part of the book starts with Chap. 5, which is devoted to an innovative, two-level computational-logical framework for a bilateral bidding mechanism within a competitive security-constrained electricity market. In this chapter, a comprehensive survey related to game theory is meticulously presented. Subsequently, the authors describe the formulation of a two-level computational-logical framework, including its mathematical model of first and second levels. In the first level, the generation and distribution companies maximize their profits. In the second level, however, the independent system operator clears the competitive security-constrained electricity market by considering additional objectives containing CO2, SO2, and NOx emissions.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Chapter 6. Power Systems Planning
Abstract
This chapter begins with a general, yet rigorous, treatment of power system planning studies with a focus on important characteristics, such as power system structure, planning horizon, uncertainties, and solving algorithms. The chapter also explains why power systems need expansion planning studies. Afterwards, four innovative strategic multilevel computational-logical frameworks are developed for pseudo-dynamic generation expansion planning (PD-GEP), pseudo-dynamic transmission expansion planning (PD-TEP), coordination of pseudo-dynamic generation and transmission expansion-planning (PD-G&TEP), and pseudo-dynamic distribution expansion planning (PD-DEP) in order to optimally supply, transfer, and distribute electric energy. The proposed PD-GEP and PD-TEP are formulated by a strategic tri-level computational-logical framework; similarly, the PD-G&TEP is organized by a strategic quad-level computational-logical framework. Moreover, the PD-DEP is described by a techno-economic framework in the presence of the distributed generation resources (DGRs). The PD-DEP formulation includes a short-term loadability-based optimal power flow (LBOPF) problem and a long-term planning problem. This chapter widely employs a well-founded information-gap decision theory (IGDT) under a twofold envelope-bound uncertainty model in order to handle risks of the PD-GEP, PD-TEP, PD-G&TEP, and PD-DEP problems stemming from severe twofold uncertainties of demand and market price.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Chapter 7. Power Filters Planning
Abstract
In this chapter, the authors provide a succinct overview of harmonic power filter planning studies, including causes and malicious effects of nonlinear loads and detailed descriptions of passive and active harmonic power filters. Next, different methodologies for solving harmonic power flow problems are precisely classified. Besides these outlines, the chapter develops the formulation of an innovative techno-economic multi-objective framework for the hybrid harmonic power filter (HHPF) planning problem in distribution networks, with consideration of uncertainty in demand and harmonic currents injected by nonlinear loads. The proposed framework is also broken down into a harmonic power flow problem and the HHPF planning problem. The harmonic power flow problem acts as a central core of the HHPF planning problem and is solved via a probabilistic decoupled harmonic power flow (PDHPF) methodology. This chapter widely utilizes an efficient two-point estimate method (two-PEM) in order to handle uncertainty in demand and harmonic currents injected by nonlinear loads in the proposed framework. The proposed PDHPF methodology, according to the efficient two-PEM, is implemented by a deterministic decoupled harmonic power flow (DDHPF) methodology. A loadability-based Newton-Raphson power flow (LBNRPF) methodology is also applied to solve the power flow problem at the principal frequency.
Mohammad Kiani-Moghaddam, Mojtaba Shivaie, Philip D. Weinsier
Backmatter
Metadaten
Titel
Modern Music-Inspired Optimization Algorithms for Electric Power Systems
verfasst von
Mohammad Kiani-Moghaddam
Mojtaba Shivaie
Philip D. Weinsier
Copyright-Jahr
2019
Electronic ISBN
978-3-030-12044-3
Print ISBN
978-3-030-12043-6
DOI
https://doi.org/10.1007/978-3-030-12044-3