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Epsilon=One
08-06-2005, 01:28 AM
The Concept of a Pulsoid
This kind of structure never occurred to anybody before,
but it turns out it's very natural...

It tells us that our imagination has been very limited.

It shows how little we know about the universe beyond
that which we've actually measured.
...........Andrew Strominger
................Los Angeles Times
.....................November 4, 1999
(If no image appears below, "Click" your browser "Refresh" icon.)
The below dual elliptical images are a static, two-dimensional,
heuristic, image of the external pulses of a Pulsoid.
http://b.g2d.us/pulsoid.jpg

The below image is a two-dimensional, heuristic, image
of a Pulsoid's internal geometry of Triqumetric motion (www.101123.com/TM).
http://b.g2d.us/ee2-350.gif
The Pulsoid is central to Pulsoid Theory (101123.com/PTis).

The whole art of teaching is only the art
of awakening . . . natural curiosity . . .
...........Anatole France
................(Jacques Anatole François Thibault) [1844-1924]
.....................The Daughter of Clementine, Chapter 4The Pulsoid is the most Natural of all "curious" concepts. It is the Pulsoid that is the most fundamental quantum of Nature that comprises all that exists.

A Pulsoid is the building block of the Universe; the quantum of Reality (http://www.CQthus.com/PT/R). Heuristically, a Pulsoid can be described, two-dimensionally, as a series of pulsing ellipsoids with internal resonances. The pulses are created and related by the Elliptical Constant (www.101123.com/EC) (EC); and, are sequentially generated in a manner that is described by the Brunardot Series (www.101123.com/BS), which can be set to describe every elliptical shape.

The Brunardot Series (www.101123.com/BS) sequences that generate Pulsoids all begin with each of the Natural integers (www.101123.com/NI).

The salient mathematical feature of the elliptical shape, that underlies the Pulsoid's heuristic geometry, is that the vectors always equal the major radials (½ the major diameter) because the vectors form before time, or any other dimensional consideration; then, as the vectors, “v,” simultaneously slide, as the elliptical foci, to and from the inner and outer ends of both major radials, “m,” on any random major diameter line, “M,”, to the maximal focal point, the swinging, and sliding motion creates an ellipsoidal manifestation. Said maximal focal point is the point of beginning for the opposing motion of separation that is referred to as the Pulse, “P.” The line of opposing major radials is determined, with each pulse; it is such randomness that accounts, throughout evolution, for the Heisenberg Uncertainty Principle (www.CQthus.com/HUP) (HUP).

The extremes of the "sliding" vectors manifest as a straight line and a circle, which represent the infinite and the infinitesimal, which is the consequence of the dynamic separation of a dimensionless point within a dimensionless spheroid (101123.com/DES).

A Pulsoid's etiology from seminal motion's (www.101123.com/SM) Triquametric motion (www.101123.com/TM) through Taisoids (www.101123.com/Tai) to higher consciousness will be discussed throughout the threads of Pulsoid Theory (www.101123.com/PT).

The Pulsoid is the limit of structural reduction; the minimal quanta, while also, the Pulsoid represents the maximal expansion of the Universe. Thus, the limit of the Pulsoid is the duality of Infinity (www.101123.com/I).The ellipsoidal, hyper-relativistic Pulsoid is analogous to the ether which the Michelson-Morley experiment did not consider and Einstein misinterpreted with the Theory of Relativity's concepts of space and time.©Copyright 2005-2008 by Brunardot. All rights reserved.
Terms: PhysicsMathForums.com, Brunardot, and Pulsoid Theory must be cited.
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ste
10-03-2006, 08:28 PM
To put things in perspective, on what scale are pulsoids when compared to other physical phenomena, such as atoms or quarks.

What do these pulsoids consist of? Can they be created or destroyed? Do they transfer energy? How does EC create the pulses?

Epsilon=One
10-03-2006, 09:12 PM
To put things in perspective, on what scale are pulsoids when compared to other physical phenomena, such as atoms or quarks.Pulsoids begin with vectors that are infinitesimally larger than the Planck constant; they are most "common" (bell curve) as the quanta of space (Dyosphere (http://www.Dyosphere.com)) and, they dissipate, as light, until they are Universal in scale.

What do these pulsoids consist of?Seminal motion that manifests as Triquametric motion (http://www.CQthus.com/PT/TM) (TM). Counterintuitively, they consist of "nothing"; as, the motion is hyper-relativistic; and, as such, the motion is without dimensions therefore there is neither speed nor energy.

Can they be created or destroyed?Technically, they "emerge"; and they "dissipate"; in between, they coalesce and propagate.

Do they transfer energy?Yes. That is, the harmony of their motion creates relativistic resonances that are ephemeral forms of continuous energy.

How does EC create the pulses?The Elliptical Constant (EC) creates the harmony that transfers (hyper-relativistically) to Resoloids (http://www.Resoloid.com), which in a sense "drains" the energy of the Pulsoid that creates a hyper-relativistic "collapse"; ad infinitum.

ste
03-18-2007, 08:25 PM
This kind of structure never occurred to anybody before,
but it turns out it's very natural...

It tells us that our imagination has been very limited.

It shows how little we know about the universe beyond
that which we've actually measured.

You give absolutely no context for this quote. After further research, it seems that the quote is from an article about string theory, on the geometry of two extra dimensions "curling up" into cubes.

Do pulsoids describe the aforementioned extra dimensions?

Epsilon=One
03-19-2007, 06:47 AM
You give absolutely no context for this quote. After further research, it seems that the quote is from an article about string theory, on the geometry of two extra dimensions "curling up" into cubes.I felt the writer and source was adequate. With quotes, that may or may not be applicable, the reader often must search the source for clarity. A problem often occurs when such source is not made available. It is impossible to know every readers' requirements; or, to be expand thoughts indefinitely. Quotes are often succinct concept abbreviations. You apparently were able to satisfy your needs. Of course you could have asked; though, I do prefer that readers research for themselves. I'd like to think that my writing is where the readers imagination and research begins rather than ends.

I am more interested in my readers thinking about, than learning (memorizing), what I write about/understand.

Do pulsoids describe the aforementioned extra dimensions?Pulsoids describe the infinite number of dimensions that are available. Pulsoids continually emerge from every point within the Universe; such emergence is heuristically described by Taisoids (www.CQthus.com/PT/Taisoid). Thus, one can conclude that Infinity (www.CQthus.com/PT/I) is congruent with every point within the Universe.Your question begs the definition of dimension (www.CQthus.com/PT/D), which academic science is unable to adequately provide.

Much of string theory (ST) is absolute chicanery and metaphysics that incorporates erroneous Standard Model concepts. However, ST's oscillating "strings" concept is a concept of a 1955 theory that evolved to Pulsoid Theory (www.CQthus.com/PT/PTis) (PT).

String theory works backwards to its fundamentals; whereas, PT theory works forward from its irreducible, fundamental postulate.

To easily understand PT (Pulsoids) you must thoroughly understand the concepts of Infinity (www.CQthus.com/PT/I) and the Elliptical Constant (www.CQthus.com/PT/EC) (EC); until you are steeped in these concepts all else can be counter-intuitive. You must discard concepts of the Universe having a beginning or ending; Everytime your thoughts end with Standard Model concepts, you are probably on the wrong path.

ste
05-09-2007, 01:24 PM
What comprises the "barrier" which is ellipsoidal? Is it a rigid boundary? Can holes form along this boundary? How do resoloids pa ss through when they are ejected?

Epsilon=One
05-09-2007, 02:05 PM
What comprises the "barrier" which is ellipsoidal? Is it a rigid boundary? Can holes form along this boundary? How do resoloids pa ss through when they are ejected?The "boundary" is the extent of the motion until it is stopped by the pulse.

Is it a rigid boundary?Apparently not; as it is compressible. It is also relative to the speed of the observer.

Can holes form along this boundary?Depends upon how you define "hole." In the conventional sense the question does not apply.

How do resoloids pa ss through when they are ejected?In much the same manner that galaxies pa ss through one another. Resoloids (www.Resoloid.com) break from their restraining motion that creates them. Thus, they dissipate ("unwind") and the effect is that of photons.

ste
05-10-2007, 07:45 PM
How is a Resoloid created? Explain further the process of "unwinding".

Epsilon=One
05-10-2007, 09:50 PM
How is a Resoloid created?A Resoloid (www.Resoloid.com) is the resonance that results from the harmony of Triquametric Motion (www.CQthus.com/PT/TM) (TM).

Explain further the process of "unwinding"."Unwinding" when referring to traumatically ejected Resoloids (www.Resoloid.com) is observed as the phenomena that is mislabeled by Standard Model theory as the spectrum of "electromagnetic radiation"; that is, the Resoloid (www.Resoloid.com) loses energy as it pulses and increases in size with each pulse.

ste
08-09-2008, 01:55 PM
The salient mathematical feature of the elliptical shape, that underlies the Pulsoid's heuristic geometry, is that the vectors always equal the major radials (½ the major diameter) because the vectors form before time, or any other dimensional consideration;
How is it logical to state that the vectors always equal the major radials BECAUSE they form before time? I do not follow your line of reasoning. As far as I can see, the 'vectors' equal the major radials because it is an intrinsic property of the geometry. Not because of the chronological order of their 'creation'. That being said, I am not aware of any physical manifestation of the above, so I can not profess to know any details of their hypothetical creation. I'm just going with what is immediately obvious, geometrically.

... then, as the vectors, “v,” simultaneously slide, as the elliptical foci, to and from the inner and outer ends of both major radials, “m,” on any random major diameter line, “M,”, to the maximal focal point,
Sliding, swinging, and vibration. You consistently use these terms but I fail to understand their application in your sentences. What, for instance, is the difference between sliding and swinging? And is vibration not just another synonym for oscillating (a regular periodic variation in value about a mean)?

... the swinging, and sliding motion creates an ellipsoidal manifestation. Said maximal focal point is the point of beginning for the opposing motion of separation that is referred to as the Pulse, “P.” The line of opposing major radials is determined, with each pulse; it is such randomness that accounts, throughout evolution, for the Heisenberg Uncertainty Principle (HUP).
How does the creation of these pulses explain anything of the Uncertainty Principle? I see nothing random about the geometric representation of a Pulsoid. All values can be predicted and are related to one another in various ways.

bpj1138
08-15-2008, 06:38 PM
Last I heard from Epsilon, he was recovering from medical care.

Epsilon=One
11-19-2008, 11:49 PM
Last I heard from Epsilon, he was recovering from medical care.I have word that he is beginning to function. ;)