Bridging circuits and fields foundational questions in power theory
Otros Autores: | |
---|---|
Formato: | Libro electrónico |
Idioma: | Inglés |
Publicado: |
Boca Raton, Florida ; London, England :
CRC Press
2022.
|
Edición: | 1st ed |
Materias: | |
Ver en Biblioteca Universitat Ramon Llull: | https://discovery.url.edu/permalink/34CSUC_URL/1im36ta/alma991009674737906719 |
Tabla de Contenidos:
- Cover
- Title Page
- Copyright Page
- Acknowledgements
- Preface
- Table of Contents
- 1. Introduction
- 1. The Subject Matter: Why Does it Matter?
- 1.1 Author's Motivation
- 1.2 Reader's Motivation
- 1.3 What is Electrical Power?
- 2. Foundational Issues Related to the Concept of Electrical Power
- 2.1 Ontological Point of View
- 2.2 Epistemological Point of View
- 3. Contributions of This Monograph to Power Theory
- 3.1 Reappraisal and Reformulation of Steinmetz's Symbolic Method
- 3.2 Reappraisal of Janet's Heuristic Expression S = VI *
- 3.3 Demonstration of the Mathematical Isomorphism between Steinmetz's Power Expression and Poynting's Expression for Energy Flow
- 3.4 Reactive Power is as much Power as Active Power
- 3.5 Apparent Power does have Physical Meaning
- 3.6 Criticism of the Interpretation of Double-frequency Terms
- 3.7 Validity of the Instantaneous Power Concept
- 3.8 Physical Interpretation of Voltage and Current as Inseparable Entities
- 3.9 Issues Related to Load Flow and State Estimation
- 4. Research Methodology
- 5. Literature and References
- 6. Style
- 7. Structure
- 2. Power Theory in Electrical Circuits
- 1. Introduction
- 2. A Critical Assessment of the Existing Power Paradigm
- 2.1 Steinmetz's Assumptions Underpinning His Symbolic Method: A Critical Review
- 2.2 Steinmetz's Symbolic Method: A Disguised Geometric Algebra
- 2.3 Rigorization of Janet's Expression
- 3. Conclusion
- 3. Is the Poynting Theorem the Keystone of a Conceptual Bridge between Classical Electromagnetic Theory and Classical Circuit Theory?
- 1. Introduction
- 2. Theoretical Debates on the Relevance of the Poynting Theorem for Circuit Theory
- 2.1 Proponents of the Poynting Theorem as Bridge between Classical Electromagnetic and Circuit Theories.
- 2.2 Opponents' View: The Poynting Theorem is not the Bridge between Classical Electromagnetic and Circuit Theories
- 3. Empirical Measurement of the Poynting Vector
- 4. Conclusion
- 4. Electromagnetic Power
- 1. Introduction
- 2. Ontology of Electromagnetic Power Theory
- 3. Epistemology of the Electromagnetic Power Theory
- 4. The Main Characteristics of the Electromagnetic Power Theory
- 5. Geometric Algebra in Electrical Engineering and Power Theory
- 5.1 Pre-history of Geometric Algebra in Mathematics
- 5.2 The History of Geometric Algebra in Electrical Engineering
- 5.3 Applications of Geometric Algebra in Power Theory
- 5.4 Conclusions from Literature on Geometric Algebra in Power Theory
- Appendix
- 5. Epistemology of Power Theory
- 1. Introduction
- 2. Mathematical Guises and Disguises of an Elusive Physical Concept: Electrical Power
- 2.1 Electrical Magnitudes Expressed as Real-valued Functions of Time
- Power Equations as Partial Differential Equations: Bedell and Crehore
- 2.2 Electrical Magnitudes Expressed as Complex-valued and/or Vector-valued Functions: Steinmetz and Janet
- 2.3 Electrical Magnitudes Expressed as Hypercomplexvalued Functions: Macfarlane and Kennelly
- 2.4 Heaviside Operational Calculus and the Steinmetz Symbolic Method: Two Types of Mathematical Transformations in Circuit Theory
- 2.5 The A-C Kalkül: Mathis and Marten
- 2.6 A Conjecture: Electromagnetic Power as Spacetime Density of Electromagnetic Force in Circuits
- 3. Power Theory at the Mesoscopic and Subatomic Levels
- 3.1 Electrons, Positrons, and Photons
- 4. Power Theory - A Gauge Theory
- 4.1 Power Theory and the Physics of Condensed Matter
- 4.2 Power Theory and Quantum Metrology
- 5. Conclusion
- 6. Epilogue as Prologue
- 1. Can We Unify the Concepts of Power in Circuits and Energy-momentum in Electromagnetic Fields?.
- 2. Is the Current Power Paradigm Still Valid?
- 3. Conclusion
- 4. Hypothesis of a Quantum Electromagnetic Power Theory is Consistent with Quantum Electrodynamics and with the Theory of Restraint Relativity
- 5. Power Engineering Theory and Practice: Quo Vadis?
- Bibliography
- Index.