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The Electromagnetic Universe 9th Edition

The Electromagnetic Universe 9th Edition

Paperback

Physics

ISBN13: 9798185216637
Publisher: Independently Published
Published: Jul 1 2026
Pages: 478
Weight: 1.40
Height: 0.96 Width: 6.00 Depth: 9.00
Language: English
So the 9th edition is here (with 100 more pages).

FYI, you can go to www.ensle.org and find a nice summary of the book. It does not cover everything, but will give you an idea of the main themes in the book.

Points of interest in this edition:

1. I prove that EVERY stationary field can propagate coherently at a speed less than light.

2. Electromagnetism in relation to matter is discussed more in this edition because I wanted to point out how matter affects the scalar field.

3. The scalar field of a moving charge has been corrected in the sense that it does in fact relate directly to the longitudinal electric field even where the divergence is zero. This reveals its role in the propagation of the charge field.

4. I solve problems related to a finite length of line charge and the analogous current in a finite segment of current. This relates to the electric field, the magnetic field and the scalar field. The correlations in this particular scenario are of some significance.

5. More has been done in relation to units.

6. I deal more with conductors, current and voltage where before they were assumed.

7. I have a much better discussion of electromotive force.

8. I deal directly with mutual inductance (which has not been done previously) and show its interesting correlation with interaction/potential energy.

9. I have quantified (at least as a general principle) the requirements of internal refraction. This is related to the acceleration of charge fields.

10. I have expanded the analysis of the scalar electric field.

11. I discuss reflection and refraction much more thoroughly than previous editions.

12. There has been an outstanding problem on how the scalar field relates to the fourth field equation (magnetic curl equation). It has constantly caused problems with the sign of the field. In order to solve this problem, it required the introduction of a new potential. So yes, it's another discovery.

Also from

Ensle, Harold E.

Also in

Physics