IonBoldea,Lucian N.Tutelea
Electric Machines: Steady State and Performance with MATLAB (R)
Electric Machines: Steady State and Performance with MATLAB (R)
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- More about Electric Machines: Steady State and Performance with MATLAB (R)
This book provides an introduction to the basic types of transformers and electric machines, covering circuit modeling, performance characteristics, and special cases with computer simulation programs in MATLAB and Simulink®.
\n Format: Hardback
\n Length: 388 pages
\n Publication date: 08 October 2021
\n Publisher: Taylor & Francis Ltd
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Transformers and electric machines are fundamental components in power systems, converting electrical energy from one level to another. This comprehensive textbook introduces the basic types of transformers and electric machines, covering their circuit modeling, characteristics, and performance under steady-state conditions. It includes solved numerical examples and special cases to illustrate the application of new electric machines with strong industrialization potential. Additionally, the book includes computer simulation programs in MATLAB and Simulink®, allowing readers to further explore and understand the behavior of electric machines.
Transformers and electric machines play a crucial role in power systems, facilitating the efficient transmission and distribution of electrical energy. This textbook aims to provide a comprehensive understanding of these devices, covering their basic types, circuit modeling, characteristics, and performance under steady-state conditions. It begins by introducing the concept of transformers, which are used to step up or down the voltage level of an electrical signal. The book then delves into the construction and operation of transformers, including their magnetic circuits, winding techniques, and efficiency considerations.
Next, the textbook discusses electric machines, including generators, motors, and transformers. It explains how these devices convert electrical energy into mechanical energy or vice versa, and covers their basic principles, such as electromagnetism, electromechanical energy conversion, and power factor. The book also discusses the design and performance characteristics of electric machines, including their efficiency, power density, and speed range.
To enhance the understanding of electric machines, the textbook includes solved numerical examples and special cases. These examples illustrate the application of new electric machines with strong industrialization potential, such as high-efficiency induction motors, permanent magnet synchronous motors, and superconducting magnetic levitation (SMT) systems. Each example is accompanied by detailed explanations and calculations, allowing readers to grasp the underlying principles and apply them to real-world scenarios.
Furthermore, the book includes computer simulation programs in MATLAB and Simulink®, allowing readers to further explore and understand the behavior of electric machines. These programs enable users to create and analyze electric machine models, simulate their operation, and evaluate their performance under various conditions. By utilizing these simulation tools, readers can gain a deeper understanding of the complex dynamics and interactions between electric machines and power systems.
In conclusion, this textbook is an essential resource for students, engineers, and researchers interested in power systems and electric machines. It provides a comprehensive coverage of the basic types of transformers and electric machines, circuit modeling, characteristics, and performance under steady-state conditions. The inclusion of solved numerical examples and special cases, as well as computer simulation programs, enhances the understanding of these devices and their applications. With its clear and concise writing style, the textbook is accessible to a wide range of readers, making it an invaluable tool for advancing the field of power systems engineering.
\n Weight: 408g\n
Dimension: 234 x 156 (mm)\n
ISBN-13: 9780367374716\n
Edition number: 2 New edition\n
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