Versor Algebra as Applied to Polyphase Power  Systems by Eric Dollard

"Nikola Tesla Discovered Polyphase Power Systems, Charles Proteus Steinmetz First Used Versor Algebra To Analyze It, Dr. Fortescue's Symmetrical Coordinates Made It Possible To Analyze Any Number Of Phases and Eric Dollard Now Presents The First Ever Theoretical Basis Of Versor or Sequence Algebra In Mathematical History!"

REVEALED: ERIC DOLLARD'S GENERAL THEORY ON VERSOR ALGEBRA CLOSES THE GAP LEFT BY STEINMETZ'S TRANSFORMATION OF TESLA'S FOUR PHASE SYSTEM INTO TODAY'S THREE PHASE SYSTEM. FINALLY, SIMPLE MATHEMATICAL ANALYSIS OF ANY NUMBER OF PHASE POWER SYSTEMS IS POSSIBLE!

PROCEEDS FROM THE SALES OF THIS BOOK GO TO ERIC DOLLARD &
EPD LABORATORIES

Eric Dollard

Eric Dollard

Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering

http://versoralgebra.com

Eric Dollard is an Electrical Engineer who is a "living legend" in the field of electrical research. He is considered by many to be the most knowledgeable expert alive today on the true nature of electricity. Author of the landmark mathematical papers Symbolic Representation of Alternating Electric Waves and Symbolic Representation of the Generalized Electric Wave, Eric shows how all electric phenomena can be mathematically measured and engineered WITHOUT using calculus or "Maxwell's Equations." Author of Condensed Intro to Tesla Transformers and Theory of Wireless Power, he is also the only person since Tesla's death to successfully build a real Magnifying Transmitter. Eric Dollard's presentation from last year's conference is called Four Quadrant Representation of Electricity.

VERSOR ALGEBRA VOL I & II ARE DOWNLOADABLE E-BOOKS

Versor Algebra as Applied to Polyphase Power Systems by Eric DollardFrom: Eric Dollard
Date:
RE: Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering

Dear Friend,

Charles Proteus Steinmetz's original math model is a natural outgrowth of Nikola Tesla's polyphase power systems. Tesla was the discoverer, but Steinmetz was the builder who first applied Versor Algebra to the analysis of alternating current power systems.

In my presentation and book Four Quadrant Representation of Electricity, my extension of Steinmetz's work is presented in the most simple way possible using very simple anlaogies, pictures and diagrams. It was a very difficult task as the goal was to faciliate an understanding for the layman.

That presentation was given at the 2013 Energy Science & Technology Conference and shortly thereafter, the book version was released, which went into more detail that was not covered in the presentation.

Tesla's polyphase power system was originally four poles or four phases. Steinmetz is the one who adapted it into a three pole or three phase system, which is the prominent system of today. The complication is that three phase systems cannot be explained by conventional mathematics. With three phase systems, there is no plus or minus and that is the reason why the conventional math doesn't work anymore.

That left a big gap in polyphase power systems until Dr. Fortescue came up with the system of Symmetrical Coordinates. This laid the groundwork for polyphase mathematics for any number of phases. And ultimately, it can be extended into the pythagorean understanding of numbers.

The "Fortescue Method" was never fully developed because of its complexity. The proper name for this is "Sequence Algebra" and the rudiments were presented in my presentation and book Four Quadrant Representation of Electricity.

Even though the system has become adopted for general engineering usage, Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering is the first theoretical basis that has ever been presented on the subject.

Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering is the next logical step after Four Quandrant Represenation of Electricity as it takes the reader into the mathematical journey of the mathematical model and theory that is necessary to realize the unique electrical waves that exist in polypahse power systems. These waves are actually beyond the original understanding of Tesla and Steinmetz with regard to polyphase power systems.

It is important to understand that this is all possible with simple 9th grade algebra. I take the reader through a step-by-step process from very basic algebra and logrhythms into the more complex subject. The process involves very simple but numerous steps to guide the reader into the understanding of polyphase mathematics.

Through my own journey in writing this Versor Algebra book, I have been able to unify the polyphonic music of Bach and his contemporaries as this music follows the logic of sequence algebra perfectly.

In fact, the book was written when listening to this music, which aided the process greatly.

In Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering, the general theory presented in the first volume is actually applied to any number of phases.

Each set of phases has its own mathematical manifestation. If there are eight phases, the math is very different from the math necessary to analyze three phases. The general theory is basically being developed into special theory for multiple number of phases.

The second volume covers a plurality of phases including eight phases, which is necessary for the proper mathematical analysis of polyphase music. It also covers the very usual true single or monopolar phase developed by Nikola Tesla for his telluric ground transmission systems. We also review the more common three and four phase power systems.

What is commonly misunderstood as single phase is actually a two phase system that is common in your home. This is not a true polyphase system because it is not rotational like a four phase system but is included for continuity.

You will be able to observe the mathematical process without being sidetracked by numerous subscripts and the use of the same letter for a multiplicity of terms, which is the flaw in the available textbooks on the subject. This is necessary to establish the clarity of the process so that in the future third volume, it is possible to understand its application and extension.

* Volumes I and II cover the theoretical basis and applications of the theory to specific numbers of phases. At a later time, Volume III will also be released that shows the application of this to actual electrical systems. This is the largest writing project that Eric Dollard has undertaken in his life.

"Fault has been found with these articles that they are hard to read. They were harder, perhaps, to write."

- Oliver Heaviside, Electromagnetic Theory Volume 1, 1893


VERSOR ALGEBRA VOL I & II ARE DOWNLOADABLE E-BOOKS

OVERVIEW OF VERSOR ALGEBRA
WITH ERIC DOLLARD




HERE'S WHAT YOU GET WITH
Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering

Bill Lyne
The first and only theoretical basis of Versor Algebra (Sequence Algebra) presented in the history of mathematics.
Bill Lyne
Includes 320 equations, diagrams and matrixes.
Bill Lyne
The ability to mathematically analyze any number of polyphase power systems, which to date has not been possible.
Bill Lyne
This takes the theory of imaginary numbers beyond anything that has ever been done and portrays them in a completely different light. The meaning of imaginary numbers has been clearly and explicitly defined and made easy for anybody to understand.

HERE'S WHAT YOU GET WITH
Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering

Bill Lyne
Applications of the theory to specific numbers of phases.
Bill Lyne
Includes hundreds of equations and diagrams.
Bill Lyne
Includes the enigmatic Tesla monopolar phase analysis.
Bill Lyne
Equations are simplified without the use of unnecessary numerous subscripts, which only convolute the simplicity.

 

Eric Dollard Spent Countless Hours Preparing This Groundbreaking Book And He Needs Your Support. By Purchasing This Book, You Are Helping Eric Dollard and EPD Laboratories To Raise Money For His Work With The Tesla-Alexanderson Type Extraluminal Transmission System Used In The Advanced Seismic Warning System. You Get This One-Of-A-Kind Book for this small "give-away" price....


LOOK WHAT OTHERS ARE SAYING!

"In this new book, 'Versor Algebra - As Applied To Polyphase Power Systems' Eric Dollard follows on from the Four Quadrant Representation of Electricity. In this new volume, chapter one takes one on a discovery of the infinite, the Powers of Epsilon and into the realm of imaginary numbers, Versor operators and more. Chapter two introduces and expands upon the concepts of "System of Symmetrical Coordinates", the "Fortescue Method".

At first glance this volume seems difficult to read, but in fact it is not as difficult as first thought. Eric sets out and explains each element step by step, so even the non-mathematical types (such as myself), can begin to grasp and understand the concepts, particularly if one is already familiar with his previous works.

This impossible to write volume, has actually been written! Nevertheless this volume is not for the faint hearted! The four quadrant diagrams, the matrix configurations and rotational versor diagrams bring clarity to the hundreds of algebraic equations throughout this volume which provide further insight into the workings of versor operators.

This volume has been brought forth from the mind of a genius, Eric Paul Dollard. The path to developing an extended mathematics for polyphase theory is a difficult one. However, Eric Dollard has somehow managed to provide a path forward,extending known mathematics to a deeper understanding of rotating electric waves which describes a theoretical basis for the understanding of the Tesla polyphase power system and beyond."

Michael Grieger, (Sputins on the Energetic Forum)


"In his latest offering to the engineering community, Eric Dollard presents his unique method of analysing polyphase electrical systems through developing and translating difficult theory and mathematics into a form that can easily be followed by someone at any level of experience. He clearly explains the processes involved step-by-step, with examples and diagrams that ensure the reader understands and sets out on the right path in applying the information. Although someone who is not too familiar or comfortable with mathematics may at first expect it to be too difficult to follow or understand, Eric Dollard’s deep understanding of the subject is illustrated through the clarity of this work and extends to the reader to enable anyone who understands basic algebra, and perhaps knows how to use a calculator, to be able to analyse pholyphase electrical systems with relative ease. Not only does he present the information clearly, he also does a remarkable job of teaching the reader how to calculate the equations in the process, making this an invaluable book."

Simon Davies, Whales, U.K.


"With versor algebra eric has taken things one more step by symbolically representing in quantifiable mathematical terms the character of the virtual electron and magnetic properties of conductors, without using maxwell or calculus. In the true footsteps of Heaviside, Eric Dollard shows there is a "no finality" to the unknown primary character of electricity. In his fascinating work Eric reveals the shadow to which the electromagnetic electron world really has been concerned, and gives us new and unexpected places to look for primary forces, such as that in counterspace. A thoroughly enjoyable read, especially for the technically minded and those others who want to find out more and do their own experiments."

Adam Bull, Founder of Tesla Society U.K.


Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering is the first General Theory that has ever been published on the subject. It took many months to complete and it is historically significant for anyone studying the real story about Tesla's polyphase power systems. I'm making this presentation available for the low price of $47, as a further fund-raiser for EPD Laboratories. Thank you for supporting my research!

Versor Algebra Vol. I
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Versor Algebra Vol. II
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VERSOR ALGEBRA
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Don't Decide Today -- Take 60
Days To Explore Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering

teslaGet your hands on a copy of the "Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering" right now. Then get comfortable and take some time to study it and see for yourself if this isn't the most powerfully effective material you have ever seen on the subject.

And don't rush. You have a full two months to thoroughly soak up the implications of what you are seeing.

If within 60 days, Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering hasn't convinced you that this book is historically important for the sake of science and math... or if you're unsatisfied for any reason at all! Simply write me an e-mail saying so and I'll return your investment ASAP.

You don't have to explain why and I'm not going to ask any questions. There's no hard feelings. It's no hassle and no problem.

Take that as my promise to you. You have up to 60 days to check out Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering to see if it has broadened your horizons when it comes to advanced understandings of Tesla's Polyphase Power Systems -- risk free!


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Eric DollardYES! I Want To Get My Hands On
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Eric, I'm ready to add this incredible lecture about the Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering to my library right now!

Give me Versor Algebra as Applied to Polyphase Power Systems and/or Versor Algebra Vol. II, Special Theories of Sequence Operators as Applied to Power Engineering now so I can start learning from it right away.

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Eric Dollard

P.S. Will you do me a favor?

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