**The Intercategorical Physics**

**Chapter II**

**The Graviton**

Now the next elementary particle we need in our Intercategorical Physics is the graviton. No one yet has ever discovered the graviton nor been able to measure what they haven't yet discovered, but we know that this particle exists as a metaphysical understanding, and its mass functions as an integral part of the system. In fact, its mass is found to vary inversely as the mass of the universe as a whole.

Hence, the intercategorical C.G.S. for the graviton:

m_{graviton} = 1/ M_{u} ·

To find the mass of the Graviton, we need to know the
mass of the universe as a whole. Since we know the radius of the universe R_{u},
this is no great problem. For if the gravitational formulas for the universe are F = GmM_{u}/R_{u}^{2}
and E = Fr_{u} = GmM_{u}/R_{u}, then mc^{2} = GmM_{u}/R_{u}
and c^{2} = GM_{u}/R_{u} and M_{u} = R_{u}c^{2}/G.

But R_{u} = c^{2}/G and therefore,
strange though it may seem at first sight, M_{u} = R_{u}^{2}. The
mass of the universe as a whole is always equal to the inertial square of any two of its
radii expanding at the velocity of light __ c__. See Appendix E for further
thoughts on these ideas.

Hence, the equation for the graviton now becomes: m_{graviton}
= 1/R_{u}^{2}. So what possible use is this weird equation to us? Because
it gives us one of the most basic constants of this new physics, the photogravital
constant P. The photogravital constant P is equal to the ratio of the photon h/2pcR_{u}
to the graviton 1/R^{2}_{u }:

P = m_{photon}/m_{graviton} = m_{photon}R_{u}^{2}
= I_{photon} (the inertia of the photon).

But this is not all: P = hR_{u }/ 2pc = hT_{u} / 2p for the radius of the universe R_{u}
= cT_{u} , where T_{u} is the time or age of the universe = 4.492,475 x 10^{17}
seconds or 14.236,1 billion years.

But again, this is not all that can be derived from this
insight, for P = hR_{u}/2pc = 4.737,727,7 x l0^{-10} c.g.s.units, for P here happens to be the
photoinertial surface charge corresponding to q, the electromagnetic charge 4.803,250 x 10^{-10}
c.g.s. units, and to R, the radiogravital charge 4.869,679 c.g.s. units.

Gyrinos, some definitions

All three charges, the photoinertial surface charge, the
electromagnetic charge, and the radiogravital charge, function inside the three basic
charge particles known as __gyrinos__.

The P-gyrino is found by asking the question, How much energy does our human spirit have to exert in its free will to influence the course of events inside the present interval of the Uncertainty Principle:

DEDt =< h/2p

Let Dt be the basic time quantum 1/T_{u} of the universe (alias Hubble's
Constant of Galactic Recession H = 1/T_{u} = 2.225,945 x 10^{-18}
cycle/second = 2.105,861 cm/sec//light-year). (There are, of course,

shorter times than this, but not in our macrocosmic
universe.) Then DE/T_{u}
= h/2p, (if we take this as an
exact equation), and mc^{2}/T_{u} = h/2p. But
this reduces to mass _{P-gyrino} = hT_{u}/2pc^{2}
= P/c^{2}.

So now by the principle of analogy we can derive the masses for the following three charge-gyrinos:

The P-gyrino: P/c^{2} = 5.271,432 x 10^{-31}
gm = 0.000,578,667 emu.

The q-gyrino: q/c^{2} = 5.344,335 x l0^{-31}
gm = 0.000,586,673 emu.

The R-gyrino: R/c^{2} = 5.418,247 x l0^{-31}
gm = 0.000,594,787 emu.

These have wavelengths of 41.929 A^{o}, 41.357 A^{o},
and 40.733 A^{o}, respectively all just beyond the X-ray border within the 40 to
4000 A^{o }range of the ultraviolet radiation.

The P-gyrino appears to be the charge particle
added to another as a satellite that causes it to function inertially in the spatial
surface of the universe. The q-gyrino is the charge particle added as a satellite to the
electron in time. The R-gyrino appears to be the charge particle added to another as a
satellite that causes it to function gravitally along the radius of the universe in
mass-energy, for the R_{gyrino} = G/A where A is the electromagnetic fine
structure constant 137.036,02.

But this is not all, for this amazing constant P also
functions as a part of our photomagnetic Weak Force Constant hP/c which also gives us our
formula for the meta-alpha particle (hP/c)^{1/2} = 1·023,309 x 10^{-23}
gm = 11,233.35605 electron mass units.

The Weak Force Constant hP/c = 1·047,161 x 10^{-46}
(C.G.S.) also forms our Weak Force-Strong Force Unified Field Equation

(**hP/c)(cG/h) = U,**

where U is our Unified Field Constant hc/2p = 3.161,587
x 10^{-17} erg-cm.

Whence our most basic equation in all of these---our Photogravital Unified Field Equation,

GP = U

Where G (6.673,215 x l0^{-8}) x P (4.737,727,7 x
10^{-10})= U (3·161,587 x 10^{-17})

(N.B.: The last two figures in G are rationalized throughout the system)

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