Mountain Man's UseNet Archive Stellar Distribution Prediction by Ray Thomes
Web Publication by Mountain Man Graphics, Australia in the Southern Summer of 1996

The Distribution of Stars in the Cosmos ...
A Scientific Prediction

by Ray Tomes

1) most of the nearby low mass stars have been under observation for radial velocity anomolies since 1985 - the technical precision at which these measurements can be made, however, has dramatically increased and the 1 m/s level is close to being achieved.

rtomes@kcbbs.gen.nz (Ray Tomes) replied ....

This is facinating. I did not know that radial velocities near the 1 m/s were nearly achievable. This allows a test of a prediction of the harmonics theory.

The harmonics theory states that stellar distances will tend to quantised and that some of the quanta are 4.45, 5.93, 8.90 and 11.86 light years. These are equivalent to bond lengths in a crystal. As such they are average distances and stars will oscillate about them just as atoms do in a crystal. Until now I thought that a test of this prediction was a long way away. It seems however that it is imminent so it is important to make a prediction now before the observations confirm it.

PREDICTION

Calculations

1. For the 4.45 LY distance quanta the observed variations are about +-0.2 LY (= 2x10^15 m).

2. The typical random velocity of stars in the solar vicinity is of the order of 10 km/s (= 10^4 m/s)

3. For a harmonic oscillator, v^2 = a.d where v=max.velocity, a=max.acceleration and d=max.distance. Likewise, typical values will have the same relationship as the maxima.

Therefore a can be estimated as (10^4 m/s)^2/(2x10^15 m) or 5x10^-8 m/s^2 or 1.5 m/s/year. Therefore at 1 m/s velocity accuracy the predicted acceleration should be detectable in a few years. This estimate is order of magnitude only.

The period of oscillation is therefore about 10^4 to 10^5 years. There are likely multiple oscillation periods as with crystalline structures. Some likely ones in this range are 2310, 4270, 4620, 25600, 51200, 55500, 111000 years and other harmonically related values. It is quite likely that long term solar system cycles are matched to the stellar acceleration cycles. Certainly many of the periods above are present in the solar system.

Note that waves of length ~4600 LY are observable within our arm of the milky way. These are the equivalent of sound waves in a crystal. There propagation speed will be less than c, and likely be one of the velocities listed in redshift quanta predictions.

While the most likely scenario is for distances to accelerate towards multiples of 4.45 LY, this will not always be the case. Again comparison to crystals tells us that distortions and heat in crystal structures may mean that atoms (or stars) two steps away may still be pushing on the next atom when it is closer than the average bond length.

Ray Tomes
E-Mail: rtomes@kcbbs.gen.nz
Web: http://www.vive.com/connect/universe/rt-home.htm

From rtomes@kcbbs.gen.nz (Ray Tomes)
Organization KC Computer Services
Date Wed, 24 Jan 1996 04:00:17 GMT
Newsgroups sci.math
Message-ID <4e4ah0$ah8@aklobs.org.nz>
Subject: Musical Scales and Harmonics ....

Einar Andreas Rodland wrote:

Tone	Frequency/C	Rational coefficient	Ray's Series Notation
C	1	1/1	24
-	1.0595
D	1.1225	9/8	27
-	1.1892
E	1.2599	5/4	30
F	1.3348	4/3	32
-	1.4142
G	1.4983	3/2	36
-	1.5874
A	1.6818	5/3	40
-	1.7818
B	1.8877	15/8	45
C	2	2/1	48

The sequence may also be expressed as the series:

C	D	E	F	G	A	B	C
24	27	30	32	36	40	45	48

In which it is clear that a scale is made of three major chords C-E-G, F-A-C and G-B-D (the D from the next octave) all with the ratios 4-5-6. This in fact completely defines all the frequencies in the just intonation scale.

If you visit my WWW site you will find my "Harmonics Theory" which derives all of this from some simple axioms and shows that the universe is entirely based on harmonic waves of a very large fundamental. Pythagorus was on the right track.

Ray Tomes
E-Mail: rtomes@kcbbs.gen.nz
Web: http://www.vive.com/connect/universe/rt-home.htm

From rtomes@kcbbs.gen.nz (Ray Tomes)
Organization KC Computer Services
Date Mon, 11 Dec 1995 01:33:21 GMT
Newsgroups sci.physics
Message-ID <4ag1c7$k38@aklobs.org.nz>
Subject: Terrestrial Islands upon an Ocean of Light ....

Mountain Man wrote:

> Add to this the non-visible components of the EMR spectrum
> and you have the Ocean at every place in the cosmos.
> Sure there may be odd reflections, refractions, standing wave patterns
> and maybe even the occassional wirl-pool, but all in all the nature of the cosmos
> would appear to resemble an Ocean of light in which are scattered, in remote and far-flung locations,
> terrestrial islands of non-light substance.

The description of matter as islands in a sea of EM is a vivid one.

I believe that the same idea can be extended in each direction.
I think that the EM itself is a condensation of an even rarer material which is the "gas" of gravity.
Also, there are denser and slower forms than matter too, which we know as nuclear matter in collapsed stars.

Ray Tomes

Mountain Man's UseNet Archive Steller Distribution Prediction by Ray Thomes
Web Publication by Mountain Man Graphics, Australia in the Southern Summer of 1996