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24 results for "maxwell's equations"
Deriving Maxwell's Equations By WARDELL LINDSAY
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Maxwell's Equations are derived from Quaternions, a 4-Dimensional fields and 4-Dimensional Calculus. The Electric Field and the magnetic fields are related by E =cB=zH=zcD. Thus there is only 1... More > Maxwell Equations with two parts a Scalar Equation and a Vector Equation. This is a Quaternion Equation. This book introduces you to Quaternon Math and Physics. Scalar fields and vector fields are but one field , a Quaternion field.< Less
Equations du Jour: Introductory Physics 2 By Robert G. Brown
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Introductory Physics, with Calculus. The second semester of a two-semester series, this textbook covers: Electricity and Magnetism, DC and AC Circuits, and Geometric and Physics Optics, including... More > optical instruments.< Less
Maxwell/Tesla: solution of the Energy issue By Carlo Vitali
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Presentazione in italiano dell'originale lavoro di J.C.Maxwell del 1848 sulla Teoria EM e descrizione della riduzione da parte di Lorenz dall'originaria algebra non-euclidea, non-commutativa dei... More > Quaternoni scelta da Maxwell in algebra euclidea e commutativa dei vettori con relativa semplificazione per l'insegnamento ma perdita di suggestività applicative. Descrizione delle successive peripezie di Nikola Tesla contrastato dal mondo accademico culminate nel suo rifiuto di ben due Premi Nobel. Presentation of the original Maxwell paper that converted the Faraday's suggestive perception of field of energy into the first historical mathematical model in quaternion-algebra, anticipatory of the Einstein's description of general relativity in tensor-algebra: a non-eucledian, non commutative set of equations.< Less
Maxwell/Tesla: solution of the Energy issue By Carlo Vitali
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(2 Ratings)
Presentazione in italiano dell'originale lavoro di J.C.Maxwell del 1848 sulla Teoria EM e descrizione della riduzione da parte di Lorenz dall'originaria algebra non-euclidea, non-commutativa dei... More > Quaternoni scelta da Maxwell in algebra euclidea e commutativa dei vettori con relativa semplificazione per l'insegnamento ma perdita di suggestività applicative. Descrizione delle successive peripezie di Nikola Tesla contrastato dal mondo accademico culminate nel suo rifiuto di ben due Premi Nobel. Presentation of the original Maxwell paper that converted the Faraday's suggestive perception of field of energy into the first historical mathematical model in quaternion-algebra, anticipatory of the Einstein's description of general relativity in tensor-algebra: a non-eucledian, non commutative set of equations.< Less
The Energetics of Tesla transformers By Solomon I. Khmelnik
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The experiments with Tesla transformer are reviewed. It is shown that the existence of electric standing wave in the vicinity of the transformer follows directly from the Maxwell's equations. Further... More > it is shown that the existence and propagation of the electric standing wave may be explained by energy exchange between this wave and the air. Further a Tesla flat coil is considered. It is shown that directly from Maxwell equations there follows the existence of magnetic standing wave in the coil's vicinity. The existence and propagation of magnetic standing wave is also explained by energy exchange between the wave and the air. As a consequence, it is shown that the heat energy in the transformer vicinity may be transformed by the electric standing wave into the load energy. The existing constructions for non-fuel energy generation and wireless energy transfer are analyzed. The presented theory explains the known phenomena.< Less
The Theory of Quantum Torus Knots: Volume II By Michael Ungs
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A detailed mathematical derivation of space curves is presented that links the diverse fields of superfluids, quantum mechanics, Navier-Stokes hydrodynamics, and Maxwell electromagnetism by a common... More > foundation. The basic mathematical building block is called the theory of quantum torus knots (QTK).< Less
The Theory of Quantum Torus Knots: Volume II By Michael Ungs
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A detailed mathematical derivation of space curves is presented that links the diverse fields of superfluids, quantum mechanics, Navier-Stokes hydrodynamics, and Maxwell electromagnetism by a common... More > foundation. The basic mathematical building block is called the theory of quantum torus knots (QTK).< Less
Quaternion Physics By WARDELL LINDSAY
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A collection of Writings on Physics and its advancement through Quaternion mathematics. Unifying Quantum and Relativity Theory through the Workfunction and the Cosmological Constant. The Quantum... More > Constants are the Quantum Electric and Magnetic Charge and the speed of Light.< Less
Quaternion Physics By WARDELL LINDSAY
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A collection of Writings on Physics and its advancement through Quaternion mathematics. Unifying Quantum and Relativity Theory through the Workfunction and the Cosmological Constant. The Quantum... More > Constants are the Quantum Electric and Magnetic Charge and the speed of Light.< Less
Introduction to Laser Physics with Applications in Fiber Optics By Steve Lee
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Introduction to Laser Physics is intended to be a "user-friendly" presentation on laser theory. The primary goal in developing this material was to make the mechanisms behind lasing... More > accessible to as wide an audience as possible, ranging from those with no prior exposure to Quantum Physics, to those with some grasp of the subject. To that end, the material has been structured with the more basic concepts and analogous examples at the outset. These basics are then refined as the material progresses, which includes a brief overview of laser applications in fiber optics. More advanced theoretical material is also included in the appendices, for those seeking additional insights and a greater depth. Hopefully most readers will find this more “user friendly” approach helpful, allowing each individual to explore the various aspects of lasers to whatever depth suits them.< Less

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