Electron

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The electron equation and electromagnetism

A new unifying electromagnetic theory

Alberto Mesquita Filho

Published in Brazilian scientific journal Integrao III(11):286-304,1997,
edited by the Research Center of So Judas Tadeu University.

1997: Electron Centenary Year

This section in Portuguese
Este artigo em portugus

Abstract: The special article in this month’s Integrao contains the main topics -- properly revised -- of a theory published in 1993 in Portuguese [1]. It is a classic theory referring to electromagnetism, and intending to rescue most of the wise knowledge of physicists who lived in the 19th century and before; it only excludes the concept of electric fluid, something modern Physics subtly insists on accepting.

Resumo: Este artigo contm os tpicos principais, devidamente revisados, de uma teoria publicada em 1993 em lngua portuguesa [1]. Trata-se de uma teoria clssica, referente ao eletromagnetismo, e que pretende resgatar grande parte dos sbios ensinamentos dos fsicos do sculo XIX e anteriores, eliminando, to somente, o conceito de fluido eltrico, algo com que a fsica moderna, de uma maneira subliminar, convive at os dias atuais.

This paper can be downloaded (zip archive, microsoft word 97 file, 480 KB). Click here.

CONTENTS

1 Introduction
2 Basic Hypotheses
2.1 Physics, Mathematics and theorization
2.2 Hypotheses
2.3 Comments on H-1
2.4 Comments on H-2
2.5 Comments on H-3
2.6 Comments on H-4
3 Cause-field relationship
3.1 Historical evolution
3.2 Microscopic theories
3.3 Electromagnetic properties of the electron
3.4 Critical points in the classical theories
4 Field-effect relationship
4.1 Considerations on the method
4.2 The field of electric effects
4.2.1 The x field of a loaded conductive sphere
4.3 The electrostatic force
4.3.1 Electrostatic force between loaded conductive spheres

5 Mathematical Background
5.1 Fundamental equations
5.2 The q and f angles
5.3 The internal vectorial product
5.4 The translational of an A vector
6 The electron equation
6.1 The A field
6.2 The fundamental equations of the electromagnetostatics
6.3 The scalar electromagnetic field
6.4 The electromagnetic information (e.m.i.)
7 Field-reference frame relationship
7.1 The inercial systems
7.2 Appropriate and non-appropriate reference frames
7.2.1 The observer placed in a non-appropriate reference frame
7.3 The (x, b) field of the electron in movement
8 Final considerations

**Bibliography and notes

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Comments and suggestions can be guided to the author through the e-mail albmesq@uol.com.br