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Convex Optimization of Power Systems by Joshua Adam Taylor – Cambridge University Press hardcover book cover
Cambridge University Press

Convex Optimization of Power Systems by Joshua Adam Taylor – A Cambridge University Press Hardcover for Power Engineers

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Product Description

Introduction

In the rapidly evolving landscape of power systems engineering, the need for efficient, reliable, and mathematically sound optimization techniques has never been greater. Convex Optimization of Power Systems by Joshua Adam Taylor offers a comprehensive and rigorous exploration of how convex optimization—one of the most powerful tools in modern applied mathematics—can transform the way we design, operate, and analyze electrical grids. Published by Cambridge University Press, this hardbound volume is an essential reference for Indian researchers, graduate students, and industry professionals working at the intersection of power systems and optimization.

Book Overview

This book bridges the gap between classical power system optimization methods and modern convex programming approaches. It systematically introduces linear, second-order cone, and semidefinite programming techniques, applying them to the canonical optimal power flow problem—the cornerstone of numerous power system applications. The author presents both traditional approximations and cutting-edge convex relaxations side by side, enabling readers to understand the evolution of these methods and choose the most suitable approach for their specific problems. With a focus on practical implementation and real-world relevance, the text covers unit commitment, generation and transmission planning, nodal pricing, and more, making it a versatile resource for anyone involved in power system analysis.

Key Highlights

  • Comprehensive coverage of linear, second-order cone, and semidefinite programming for power systems
  • Side-by-side comparison of classical approximations and modern convex relaxations
  • Practical applications including unit commitment, planning, and pricing
  • Rigorous mathematical foundation with a focus on real-world problem-solving
  • Worked examples and problems to reinforce understanding and encourage hands-on learning

Inside the Book

The book is structured to guide readers from fundamental concepts to advanced topics. Early chapters lay the groundwork by introducing convex optimization theory and its relevance to power systems. Subsequent chapters delve into specific optimization classes—linear, second-order cone, and semidefinite programming—and demonstrate their application to optimal power flow, voltage control, and network design. The text also explores emerging topics such as robust optimization and distributed control, ensuring that readers are equipped to tackle contemporary challenges in renewable integration and smart grids. Every chapter includes carefully crafted problems and examples that illustrate key ideas and encourage independent exploration.

Key Topics

  • Optimal power flow and its convex formulations
  • Linear programming approximations for power systems
  • Second-order cone programming for distribution networks
  • Semidefinite programming relaxations for transmission systems
  • Unit commitment and generation scheduling
  • Transmission and generation expansion planning
  • Nodal pricing and market equilibrium
  • Robust and stochastic optimization in power systems

Reader Benefits

  • Deepen your understanding of how convex optimization can solve complex power system problems
  • Gain practical skills in formulating and solving optimization models using modern tools
  • Stay current with the latest advances in convex relaxations and their applications
  • Enhance your research with a solid mathematical framework and real-world examples
  • Prepare for industry challenges in grid modernization, renewable energy, and smart grids

Learning Outcomes

By the end of this book, readers will be able to identify the appropriate convex optimization technique for a given power system problem, formulate linear, second-order cone, and semidefinite programming models, analyze the strengths and limitations of classical versus modern approaches, and apply these methods to practical scenarios such as optimal power flow, unit commitment, and planning. The book also equips readers with the conceptual tools to extend these techniques to emerging areas like distributed energy resources and cybersecurity.

Who Should Read

  • Graduate students in electrical engineering, power systems, and control
  • Researchers in academia and industry working on optimization and grid operations
  • Power system engineers involved in planning, operations, and market design
  • Professionals in renewable energy, smart grids, and energy analytics
  • Anyone with a background in linear algebra and basic optimization seeking to specialize in power systems

About the Author

Joshua Adam Taylor is a recognized expert in the field of power system optimization and control. With years of academic and research experience, he has contributed significantly to the development of convex programming techniques for electric grids. His work is known for its mathematical rigor and practical relevance, making him a trusted voice for students and professionals alike. Taylor's clear exposition and pedagogical approach ensure that even complex topics remain accessible to a broad audience.

About the Publisher

Cambridge University Press is one of the world's oldest and most prestigious academic publishers. Known for its commitment to excellence, Cambridge University Press produces authoritative works across all fields of science, technology, and humanities. This hardcover edition reflects the publisher's high standards of quality, from the rigorous peer review process to the durable binding and clear typesetting, making it a valuable addition to any library or personal collection.

Conclusion

Convex Optimization of Power Systems is an indispensable resource for anyone serious about understanding and applying optimization in modern power grids. Whether you are a student beginning your journey, a researcher pushing the boundaries of the field, or an engineer solving real-world problems, this book provides the theoretical depth and practical insights you need. With its balanced treatment of classical and modern methods, it stands as a definitive guide in the rapidly growing domain of power system optimization. Add this essential volume to your collection today from Bookshops.in, your trusted source for premium academic books in India.

Quick Summary

Convex Optimization of Power Systems by Joshua Adam Taylor is a rigorous academic text that introduces powerful convex optimization techniques for solving key problems in power system engineering. The book centers on the canonical optimal power flow problem and systematically develops linear, second-order cone, and semidefinite programming approximations and relaxations. It then applies these methods to practical applications such as unit commitment, generation and transmission planning, and nodal pricing. Written for graduate students and researchers, the book presents classical approximations alongside modern convex relaxations, offering a comprehensive view of the field. Each chapter includes worked examples and problems to reinforce learning. Published by Cambridge University Press, this hardcover edition is a valuable resource for anyone involved in power systems optimization, from academia to industry. Buying from Bookshops.in ensures you receive a genuine, high-quality print copy delivered across India with reliable service.

Book Highlights

Rigorous exposition of convex optimization for power systems
Covers linear, second-order cone, and semidefinite programming
Focus on the canonical optimal power flow problem
Includes unit commitment, generation and transmission planning
Nodal pricing models explained in detail
Classical approximations and modern convex relaxations side-by-side
Worked examples and problems for self-study
Published by Cambridge University Press
Suitable for Indian graduate students and researchers
Hardcover edition for long-lasting reference
Clear explanations of complex mathematical concepts
Practical applications for real-world power grids
Written by an expert in power systems optimization
Ideal for both industry and academia

Book Specifications

ISBN-139781107076877
ISBN-101107076870
Publisher‎ Cambridge University Press
Language‎ English
Dimensions‎ 17.78 x 1.91 x 24.77 cm
Weight‎ 580 g
Country‎ United Kingdom
CategoryChemical Engineering › Energy & Fuel Engineering
GenreNon-fiction
Original LanguageEnglish

Frequently Asked Questions

What is the main focus of Convex Optimization of Power Systems?
The book focuses on using convex optimization techniques like linear, second-order cone, and semidefinite programming for optimal power flow and related power system problems.
Who is the author of this book?
The author is Joshua Adam Taylor, an expert in power systems optimization.
Is this book suitable for Indian students?
Yes, it is written for a global audience and is ideal for Indian graduate students and researchers in power engineering.
What topics are covered in the book?
Topics include optimal power flow, unit commitment, generation and transmission planning, nodal pricing, and convex relaxations.
Does the book include practical examples?
Yes, it contains worked examples and problems to illustrate the concepts.
What programming languages or tools are used?
The book focuses on mathematical formulations rather than specific software, but concepts are applicable to tools like MATLAB or Python.
Is this a hardcover or paperback edition?
This listing is for the hardcover edition.
What is the ISBN for this book?
The ISBN-13 is 9781107076877.
Can I use this book for self-study?
Yes, it is designed for self-study with problems and clear explanations.
Is the book available in Indian bookstores?
Yes, you can purchase it from Bookshops.in, a premium Indian online bookstore.
What is the price of this book?
The price is ₹5278.
Does the book cover renewable energy integration?
While not the primary focus, the optimization techniques are applicable to modern grids including renewables.
What makes this book different from other power system books?
It uniquely combines classical approximations with modern convex relaxations in a single volume.

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