Let's make it easy. Let's call them Compton Particles. These are particles which have a compton wavelength. Compton Particles are: all leptons, all mesons, all baryons, all bosons, (and others), each alone, and in clusters of masses complexed.

Specifically, a single compton wave or a cluster of compton wavelengths in composite, define the existence of masses both singles and multiples resulting from both each wave singles and clusters.

COHERENT   ELEMENTARY   PARTICLES
QUIVERS



Mass and energy particles which quiver with each other
INFLATION AND EXPANSION IN THE MASSES OF ELEMENTARY PARTICLES
Expansion - insert lineal sum increments (called Zooballs) stretch space between particles so that other particles manifest.

Inflation - particular intrinsic masses expand and collapse by the ratio of (the Fine Structure Constant divided by 2pi) to become other masses. The ratio is Fsc/2pi = 137.0359996/6.283185307 = 21.80995672 The (fine structure constant) ratio for inflation/contraction is, Fsc = 137.035999679. Mass datas are from (Pdg) Particle Data Group 2010, and 2008. The following strings are factored to 10 significant digits.

'Quiver' means where mass and energy particles are involved in either
or both inflation and expansion relationships. Quiver is used in the
introduc.htm page only (new word).

Coherent Elementary Particles are also new words embracing everything
following next - please do not relegate these words to flogiston theories.
You must be aware that quiver strings which follow Cannot be co-incidental.

Let E be the Electron's mass  .510998918 mev (derived).
Let P be the Proton's mass 938.272029        (Pdg 2008).

'Energy particles' without mass, manifest needed quantities of work (use).

Excited Electron (E x 5/2 x Fsc) = 175.0631189 mev, is deemed an
'energy particle', because it's mev strength, with compton vibration
radius, are intrinsic in certain inflationary quivers as shown in
different strings below'.

  Mesons mass difference (Psi 2s) - (Psi 1s) is another energy particle,
  since [3686.093 mev - 2E) - 3096.916] = 588.1550022 mev, a quiver
  energy particle in that:

    (Proton 938.272029 mev) - 588.1550022 = 350.1170268) divide by 2)
    = 175.058|5134 = Excited Electron 175.0631189 mev
    [target = 175.0631189 mev = E x 5/2 x Fsc].

From this we know that quiver qualifyers stay within strings whose
quantas change. Psi (2s) state decays only to Psi (1s), the decay is
a constant therefore the decay amount is also constant, (588.1550022 mev
+ 2 E mev), which is confined in a quiver wavespace containing the Proton
mass compton wavelength (smaller), and the 5/2 E Excited electron compton
energy wavelength (larger).

Electron E .510998918 mev, (used above) is derived to 1 more significant
figure than the value published in current and past (Pdg).

'Derived' means best results by using derived values.

The above sample string is enough to make it easy to understand the
binomial mathematics in the following strings.



INTRIGUING MASS CONSTANT, SPANS THE MASS DIFFERENCE BETWEEN THE NEGATIVE (-)
AND NEUTRAL (0) CHARGE STATES OF THE STABLE XION PARTICLE
This is not a quiver string, it is a constant.

The constant is: Proton (P+ 938.272029 mev), divided by Fsc = 6.846901776 mev. (1/2+ Xion- 1321.71 mev) - 6.846901776 = 1314.86|3098 mev. (1/2+ Xion0 1314.86) + 6.846901776 = 1321.70|6902 mev. Deflated Proton term = [6.846901776 mev divided by 2 = 3.423450888 mev]. 1314.86 mev) + 3.423450888 = 1318.283451 mev (isospin mass) 1321.71 mev) - 3.423450888 = 1318.286549 mev. Average = 1318.285 mev = no surprise. Forget the word 'isospin', it has no fundamental value except in declaring a composite charge state. Stable Xion isospin mass = [1/2 (1314.86 + 1321.71) = 1318.285 mev (average mass). The surprise is how accurate the (-) to (0) Proton diminished mass fits in, using the deflated Proton mass derivative spanning Xion charge state masses. Xion masses proved to one or more more significant digits, could be possible using this Deflated Proton term (Proton 6.846901776 mev). Involved behind the scenes are factors beyond simple chromodynamic terms, because, the 'Proton term' is a deflationary constant which falls outside any normal ranges of chromodynamics constructs which include quarks and gluons and flavor decay products. Note: the strings shown above, and in quiver string math physics equations following below, are shown in detail in full mev's, so there can be no mistaking the intentions.

RELEVANT PARTICLE DATAS
September 18, 2010. Datas from Particle Data Group (Pdg) 2010. GIVEN: Boson neutral Z = 91187.6 +- 2.1 mev Boson charged W = 80399 +- 23 mev Psi (2s) = 3685.093 +- 0.034 mev Psi (1s) = 3096.916 +- 0.011 mev Lambda 1/2+ L = 1115.683 +- 0.00023 mev Proton 1/2+ P = 938.272013 +- 0.006 mev Neutron 1/2+ N = 939.565346 +- 0.000023 mev Electron E = .510998910 +- 0.0000000013 mev Excited Electron = .510998910 x 5/2 x 137.0359996) = E(5/2) 175.0631189 mev (derived). Fine Structure Constant (Fsc) = 137.035999679(94 (ratio) Wikipedia 2010 2 pi = 2 x 3.141592654 (ratio) Classical Electron Radius (Re) = 2.8179402894(58) x 10 minus 13cms = Electron wavelength x (Fsc) (Re) energy equivalent (re), via plank's conversion constant = Excited Electron (E x Fsc) = 70.0254752 mev Z Boson compton wavelength = .0021530007 x 10 minus 14cms (derived) W Boson compton wavelength = .0024541728 x 10 minus 14cms (derived) Z Boson mass = 91187.60023 mev (derived) W Boson mass = 80404.67365 mev (derived) Planks conversion constant = 1973.269631 [sys of units in universal scale], 1973.269631 not 1.9732696310.

QUIVER STRINGS

In these strings, changes in +/- sign are ignored. Figures are accurate to 10 significant digits. Either (+) or (-) are meaningless when balancing the telltale 'all important digits' to full accuracy possible.

[1]  HOW THE PROTON QUIVERS WITH PSI'S


  PROTON BY PSI'S TO EXCITED ELECTRON (CONTAINMENTS)

    Psi (2s) 3686.093 mev) - (2 E = 2 x .510998918 = 1.021997836)
           = 3685.071002 mev
  - Psi (1s) 3096.093 mev
           = 588.1550022 mev)  = Q1  (energy particle)
           - Proton 938.272029 mev)  (baryon particle)
           = 350.1170268 mev) divide by 2               (energy particle)
           = 175.058|5134 mev.                          (exited electron)
    Target = Excited Electron 175.0631189 mev.




[2]   HOW THE NEUTRAL KAON QUIVERS WITH BOSONS (INFLATION)


  BOSONS TO NEUTRAL KAON

    Psi (2s) 3686.093 mev) + (1 E = .510998918)
           = 3686.603999 mev
  x (Fsc) divided by 2pi (inflation) (curled in compton wavelength)
           = 80404.67365 mev = W boson
           - 70.02524752 mev (= Excited Electron .510998918 x (Fsc))
           = 80334.64841     (= expanded energy space)
           - 91187.6 mev     = Z boson
           = 10852.95159 mev
  divided by (Fsc) x 2pi (deflation) (uncurled in compton wavelength)
           = 497.614|5405 mev  = K (stable neutral Kaon).
    Target = Kaon 497.614 mev (the same) (stable particle)

Curl and inflation work together when curl is space and inflation
is mass.

Uncurl and deflation work equally the same when uncurl is space and
deflation is mass, involving inflated electron

Excited Electron particle 70.02524752 mev, expands the compton mass
space between the Z and W bosons, creating an extra space where the
vibrating inflated Kaon can fit in exactly, so that particle properties
can interchange and exchange freely as constants without interferring
amongst obscure or conflicting nulls.


EXCLUSION PROOF

[2]   WAVELENGTH EXCLUSION PRINCIPLE

  BOSONS TO NEUTRAL KAON
                                               quiver compton wavlenghts

           = 80404.67365 mev  wavelength  =   .024541728  x 10 to - 14 cms
           - 70.02524752 mev  wavelength  = 28.17940244   x 10 to - 14 cms
           = 80334.64841 mev  wavelength  =   .02456312   x 10 to - 14 cms
           - 91187.6 mev mev  wavelength  =   .021639671  x 10 to - 14 cms
           = 10852.95159 mev  wavelength  =   .181818708  x 10 to - 14 cms
  divided by (Fsc) x 2pi (deflation)
           = 497.614|5405 mev
           = Kaon stable Neutral mass, which, in mev's, cannot be reached
             by any summing of the above quiver compton wavelengths. The
             mass sum is available only in integrated masses and energy
             states.

             The quiver exists but is not active in wavespace. Mass is
             hidden until the quiver is triggered.

             The problem is the Classical Electron Radius,
             (70.02524752 mev = 28.17940244) x 10 to - 14 cms).
             It's high cms value makes integrated wave sums impossible.

Each of these above [2] masses and energy states combine and separate
in sums and ratios. In cms units (wavelengths), the Quiver [2] mev
cluster is impossible.

The exclusion is similar to energy states and photon energy sums
available in (evs) in atomic spectrums but not possible as inverted
(reciprocal) sums in corresponding wavelengths.

Plane geometry constructions are how reality handles wavelength
interactions. The above [2] 'exclusion proof' can be contructed
using plane geometry techniques described in the following resource:

      See the  GEOMETRY WAVELENGTH SPECTROSCOPY  topic in
      visitastronomy.com/geometry.htm



[3]   HOW THE CHARGED KAON QUIVERS WITH BOSONS (INFLATION)


   BOSONS TO CHARGED KAON (DEFLATION MODE)

     When Z1 Zooball = .08778272312 mev (fit) (derived)
         W = 80404.67365 mev  (W boson from Quiver [2])
 + (6 x Z1 = 6 x .087782723   (=.526696338 mev) (6 zooballs) (expansion)
           = 80405.20035 mev                               |
           - 91187.6 mev      (Z boson                     |
           = 10782.40965 mev                               |
  divided by (Fsc) x 2pi (deflation)                       |
           = 494.3801491 mev                               |
 - (8 x Z1 = 8 x .087782723 = .702261784 mev) (8 zooballs) (contraction)
           = 493.677|8073 mev
    TaZget = Kaon 493.677 mev (the same) (stable charged Kaon particle).

In reverse, the charged stable Kaon expands, and inflates, to quiver with
the Z boson mass, with the 'energy space contracted' W boson).



[4]   HOW THE LAMBDA QUIVERS WITH PIONS
introducing the Z1 zooball = .08778272312 mev (derived by best fit)


   LAMBDA TO CHARGED PION +-

   Lambda 1115.683 mev) + (.877827231 = 10 Z1 zooballs = 10 x .087782723)
           = 1116.560827 mev (now two energy particles, the baryon
                              properties are in freedom, separating,
                              mass has lost it's inertia weight).
      divide by 2
           = 554.2894136 mev  (one energy particle)
      divide by 4             (four particles)
           = 139.5701|034 mev (mass is correct to 7 significant digits).
    Target = Pion 139.57018 mev (the same) (stable charged Pion particle)





[5]   HOW THE MUON QUIVERS WITH THE Z BOSON (INFLATION)


   2 MUONS WITH 4 ELECTRONS (MASS CLUSTER), ADDED TO THE MUON MASS
   (INFLATED), AND UNCURLED = Z BOSON MASS

   When Muon mass is:      105.6583668 +- 0.0000038 mev.
   When Z boson mass is:   91187.6     +- 2.1       mev.

   1 Muon mass x (fsc)) x 2pi) (wavelength contracted, uncurled twice)
       (masses do not curl or uncurl, masses increase and decrease
       proportionately, masses need a wavelength to contain them)
     = 90974.23950 mev (inflated excited Muon energy state)

   Next:

   2 x Muon) + 4 Electrons) = 213.3697293 mev (mass bubble) (cluster),

   Add
       213.3697293 mev
     + 90974.23950 mev

     = 91187.60023 mev (neutral Boson mass state) (derived).

   [target Z Boson = 91187.6 mev].


     The sum of a (2 Muon and 4 Electron) mass cluster, added to the
     excited Muon energy state (Muon x Fsc x 2pi), equals the mass state
     of the neutral Z boson, where a consolidated grouping of multi mass
     and energy particle composites with many properties, merges into
     a wavespace equalling a compton wavelength with a Z particle's
     coherent predictable properties.

     The masses to mass agreement is to 6 significant digits
     over a large inflation range.

     Regards the collected properties of 2 Muons and 4 Electrons:

     if 1 of the Muons is an anti Muon, and 2 of the Electrons are anti
     Electrons, then no sublime properties are conglomerated in the
     (2 Muon + 4 Electron) mass clump since total charge is (0). Three
     of one and 1 of the other Electrons, will import properties to the
     resulting Z boson, the properties of 1 Electron are trapped as
     constants for the Z boson.





[6]   HOW THE NEUTRON QUIVERS WITH THE LAMBA


   NEUTRON BINDING ENERGY IN QUIVER INFLATION, IN AN ASSEMBLY WITH THE
   PROTON, PRODUCES THE STABLE NEUTRAL LAMBDA. CHARGE STATES BALANCE

   When Proton mass  is:   938.272029  mev  (Pdg 2008)
   When Neutron mass is:   939.565346  mev  (Pdg 2010)
        = Proton (+) + Electron (-)  =  (0) charge
   When Lambda mass  is:   1115.683    mev  (Pdg 2010)


   RAVEL

   Neutron mass - Proton mass
        = 1.293317 mev  (contains 1 Electron)
        x (fsc)
        = 177.2309879 mev  (inflated)
        + 2 x (.08778272029 mev) (two Z zooballs = .1755654406 mev)
        = 177.4065533 mev
        + Proton 938.272027 mev
        = 1115.678582 mev  (ravelled) (too low)




   BALANCED CHARGE STATES (unravel)

Lambda 1115.683 mev (0) - Proton 938.272029 mev (+) = 177.410971 mev 1(-) charge - 2 Zooballs zi (2 x .08778272312 = .175564646) = 177.2354064 mev) 1(-) charge divide by (Fsc) = 1.293349243 mev (deflated) 1(-) charge + Proton 938.272029 mev + 1(+) charge = Neutron 939.5653|782 1(0) charge. Target = [1/2+ N = 939.565346 +- 0.000023 mev] (to 7 sig digits).
BALANCED CHARGE STATES (assemble) Neutron charge = Proton charge (+) + Electron charge (-) = 0 charge Neutron - Proton = No = - 1(+) charge (because 1(-) electron) No x (fsc) (inflation) = 1(-) charge + Proton mass 1(+) (sum) = Lambda 1(0) charge Target = [1/2+ Lambda = 1(0) charge]. From this, (quiver [6]), we know charge states can be maintained in (Fsc) inflation.


REVIEW

Zooballs incrementally expand and contract a particle's steady mass. An (Fsc) ratio inflates and deflates a particle's mass. 2 pi uncurls an inflated mass's compton wavelength space from circumpherence to radius, and curls to an area's circumpherence in converse. Zooballs incrementally adjust space between particle masses allowing discrete energy states fitting into wavespaces. Expanded states are energy particles which occupy space and do work without mass. Wavespace is where attributes combine to form equations for mass and energy states. There are many wavespaces, and more than one possible genesis in each. Wavespaces are areas of excitement containing more than one compton wavelength. Quivers conspire in the 'undercurrent', (which, being energy in wavelengths and mass energy equivalent in key and keyhole engineer mechanics working together), has yet no laws or rules or final firm definitions within these herein descriptions. Except for one law: wavelengths can add and subtract to compromise other compton wavelength hard particles (particles with masses). Hard particles appears in collisions and include Protons and Electrons (permanent), and also both stable and unstable particles which have short and extremely short lifetimes, before dissolving into decay hardbits and momentums. The key to what is found in a decay's hardbits and momentums, is in quivers. Quivers are found in wavespaces. Quivers conspire in the 'undercurrent', (which, being energy in wavelengths and mass energy equivalent in key and keyhole engineer mechanics working together), has yet no laws or rules or final firm definitions within these herein descriptions. Except for one law: wavelengths can add and subtract to compromise other compton wavelength hard particles (particles with masses). Z RAYS See Z Ray folios linked in the Planetparticles.com home page index. There are two Z ray spectrums which work together. One is from composite summed compton wavelengths (as higher minus compton wavelength sums Mev Upsilon mesons). The other Z ray spectrum is from discrete tiny and very tiny differences in incrementally summed compton wavelength contraction differences originating in the electron's rest state relativisitic velocity in the ground state of a hydrogen atom. Very important physics. REMARK These pages have condensed, lineally explained, string equations on how particle mathphysics work in different ways, with (and/or) without inflation(s), and with (and/or) without expansion(s), with a new term 'quiver' the catch-all for any mathphysics. Mathphysics is anything shown (in these examples factored in binomial mathematics), for mass summing, and ratio mass forming. Wavespace, includes in meaning, areas contained by any 'quiver'. Wavespace, includes in meaning, areas contained by any 'quiver'. Quiver areas can have less space than required for more than one particle, and can have areas holding more than one particle. For instance the stable neutral Kaon co-space relation with Z boson, requires 1 unit of the classical Electron radius subtracted from the energy of the neutral Kaon mass inflated by (Fsc), in order for a W boson to normalize in a quiver. See Quiver [2] above.
INCOMPLETE   SURMIZES
WAVESPACES


PROTON WAVESPACE

The Proton - it is known the Proton has a (radius dimameter circumpherence
sphere) wavespace within which is the Proton's compton wavelength at 1/6th
the wavespace radius (Proton radius = 1.3 x 10 to -13 cms). Proton compton
wavelength = (2.103089051 x 10 to -14 cms). The Proton radius has no precise
definition yet and currently (2010) is not well known, made more complex
by the charge sphere radius around the Proton which (in  the -13 cm range)
is different than both the Proton particle's compton wavelength, and
Proton radius.

Inside the Proton wavespace, is every wavelength (curled and open)
connecting to the Proton including Photon wavelengths (curled) of
atomic spectra, and compton wavelengths of mesons and baryons (quark
based particles) and their every wavespace area which includes hadrons,
and any wavespaces incorporating electrons and leptons with Proton
quiver space area vibrations.


ELECTRON WAVESPACE

The electron has a wavespace (particle space radius) inside which
occur spinning around in angular momentums, all wavelengths (curled)
of spectrum photons (these are ((2pi x Fsc) x (a Rydberg Ratio)) longer
than the hydrogen atom diameter.

The electron wavespace is also embodied in the wavespace of the Neutron
(which contains an electron), expanding the Neutron's active area manyfold
(by more than 1800 times). The electron wavespace includes anything to which
electron's connect, including wavespace quivers of Psi's and Bosons, and
Excited Electrons.


RYDBERG RATIO

Reciprocal of the Rydberg constant = 911267034.3 x 10 to -14 cms.

A Rydberg ratio is most easily understood in terms of the reciprocal
of the Rydberg Constant, which, times a Rydberg Ratio, (from Rydberg
numbers), equals a spectrum line wavelength.

For the 1st Balmer spectrum line (visible light), the Rydberg numbers
and Rydberg Ratio are (as best as can be typed on a typewriter):

   (2 sq) = 4   (3 sq) = 9
   (1/4 = .25) - (1/9  = .111111111) = 1.3333333333 (Rydberg numbers).

   1/1.3333333333      = 7.2 (Rydberg Ratio)
   (1/Rydberg constant) x (7.2 Rydberg Ratio)
   = 1st Balmer line
   = 6561122654.77 x 10 to -14 cms
   = photon wavelength of 1st Balmer line
     (universally scaled to one space measure for all wavespace lengths
     including compton)
   = (10 to -14 cms)


PHOTONS WAVESPACE

Photons have no mass, they are not subject to the same conditions of
inertia as are kenetic mass particles. Energy particle wavelengths are
found ready to be expressed, when excited, in the Electron's wavespace.
A hit, tug, push, pull, shove, nudge, collision, can excite a latent
photon energy wavelength making it active as an energy real particle.

A photon wavelength deflated (contracting to a tiny comparative area)
by (2 x (Fsc squared) and uncurled from circumpherence to radius by
(2pi), becomes a compton wavelength.

The same (Electron) energy particle vibrations are found in the Proton,
signalling states transfers through charge and magnetism currents back
and forth, in wave forms which happen to intermittantly match up in
perfect fits in surges and demises, and peaks and valleys (re-enforcing),
and cross angle center area overlays, and in random fluctuating
co-incidences.

For instance, Boson masses appear when long elongated propellors
of wavespaces in the Electron's quiver shell, have extremely small
cross section inward areas at each of their centers, and happen to
strike/collide by external input, causing the two (or more) cross
sections (knocked free of the wavespace area) to energetically flame
on and momentarily form matter (intrinsically trapping mass amounts
confined within compton cross section sphere areas within which
property conditions can manifest).

Smaller segments within larger wavelengths, are
where additional compton wavelengths are found.

Think of the center of a propellor on one airplane, superimposing over
the center of another airplane's propellor, the two cross sections, and
properties present, can be swiftly sufficient, when combined, to supply
particle creations and/or decays. It is business as usual.


COMPTON WAVELENGTHS

The wavelengths (other than wavelengths for the Proton and Electron),
confined as comptons quickly unravel, as the overall wavespace chains
gain chaos, as properties re-organize and re-establish, then decay.

That is right, the newly organized properties are already in line,
before a particle decays into one or many new created properties and
masses and momentums. Include a real heavy gamma photon as a particle
ready to decay, in that the gamma contains many curled propellor
wavelengths within a net result wavespace.

Unstable compton wavelengths decay when not supported within self contained
stationary wavespaces. When the Compton moves out of a host wavespace by
motion, it unravels by anti-positive re-normalizing re-enforcement as the
compton wave vibrates more and more elongatedly unravelling into more and
more random chaos until it ends releasing any property's byproducts
confined within the collapsing Compton wavelength.

Other than those for the Proton, Neutron, and Electron, compton
wavelengths (central cross section areas) do not exist outside
a quiver wavespace environment saturated with constants which
wait as potentials until re-enforced by extra energy.


PROTON SPEAKS - TENSIL STRENGTHS

In order for central cross section areas of wavespace to manifest a mass
equivalent of a W+- Boson or Zo Boson, and any other mevs, requires (when
recognized, struck), that this center area be tangled in such a way, that
impacts are snagged in all directions, an X factor which holds the areas
in place resisting motion or change.

What is this intrinsic (snag) X factor which reaches out causing pulls
of resistence surrounding in every direction. This, is unable to be
revealed in Quiver String statements shown here. (The great unknown).
Except, that charge fluids, permanently confined within propellor
shaped oscillating areas, may be a possiblity.

The pulls are not unlike a center hit in the middle of a spider web
causing tensions out along every radian in the two dimensional web, so
that the spider web center itself can take harder impacts without being
destroyed, more strength than merely the extra number of smaller and
smaller strands at the spider web center.

The greater high tensil strengths connected to particle wavelength
cross center areas, are constitutes in particle masses. The strong
force is not responsible for moire changes within a wavespace.

Fluctuating wavelength areas, propellor shaped, many, worming together,
by chance, every so often (and/or frequently) overlay their cross section
centers just at the moment an outside incoming intruder hits, provide a
seething environment for bondages that come and go both coherently and
randomly. When the incomer is temporarily bonded and the active compton
wavelength does not move out of confinement, then different spontaneous
properties are generated, ready to express within the wavespace,
causing different modes in resulting decays.

Captain Proton - a subliminal intrusion from daily television.

The Proton compton wavelength is within the electron's wavespace.
It is never not there. It remains unexpressed until interferred with
whereupon it is recognized as real not a potential. The Proton compton
wavelength within an Electron's wavespace does not empirically exist
until recognized, even though it physically exists all the time
as a potential. Similarly for the Electron's wavelength within
a Proton's wavespace.
                                             - frisky conjectures

PREDICTION

All Compton particles have mass that bangs in inertial changes
against other particles, due to spin. Look for particles which
have no spin. (Hint).

You want to know where an electronnic charge can exist without a Compton
wavelength mass particle to anchor it. Charge is not unique to solid
mass (leptons, mesons, baryons, bosons). Neither is magnetism. Both
have many manifestations which have no angular momentum. Electromagnetic
angular momentum appears as energy when trapped in atoms and nuclii,
which are Comptons.


See more in the 'Physics Division'
in 'planetparticles.com' home page index.

See  GEOMETRY WAVELENGTH SPECTROSCOPY  in 
for multiple wavelength plane geometry construction techniques.



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INTERNET
Internet address: planetparticles.com (home page index). SOURCE Internet address: planetparticles.com/introduc.htm (this page).
DONE December 28 2010 Rhaestarr@yahoo.com In Divine Order