DYNAMISM by GEORGE MARTIN WILLIAMS - HTML preview

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VOLUME

MASS = DENSITY * VOLUME

THE NEUTRINO'S DENSITY IS:

DENSITY = 522581335023166798298 kg/m^3

MASS = (522581335023166798298) * (1.413879191397011864322683272 x 10^27) (522581335023166798298) * (1.413879191397011864322683272 x 10^27) =

(7.38866875401726029113420605764604665748562671056 x 10^67) IF THE NEUTRINO HAD THE RADIUS OF THE SUN, WHICH IS '696,265 km', ITS MASS WOULD BE: MASS = 7.38866875401 x 10^67

I CAN USE NEWTON'S UNIVERSAL GRAVITATION FORMULA TO CALCULATE THE FORCE OF GRAVITY ON A ONE KILOGRAM OBJECT ON THE SURFACE OF THIS SUN SIZED NEUTRINO.

F = G X N1 X 1

R^2

1. GRAVITATIONAL CONSTANT = 6.67430 × 10^-11 N·(m/kg)^2

2. N1 = NEUTRINO MASS = 7.38866875401 x 10^67 kg

3. R = RADIUS OF NEUTRINO = 696265000 m

4. R^2 = DIAMETER OF NEUTRINO SQUARED = 484784950225000000 m F = (6.67430 × 10^-11) * (7.38866875401 x 10^67) / (484784950225000000) NEWTONS

F = 1.0172385063119128176132322815353340253551 x 10^40 NEWTONS

DIVIDING THIS FIGURE BY TEN GIVES US THE APPROXIMATE MASS OF THIS NEUTRINO IF IT WAS RESTING

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ON THE SURFACE OF THE EARTH.

MASS OF NEUTRINO AT REST ON EARTH'S SURFACE:

M = 1.0172385063 x 10^39 kg

COMPARE THIS TO THE SUN'S ESTIMATED MASS:

SUN'S MASS = 1.9891x10^30 kg

THE DYNAMISM MODEL FOR THE STRUCTURE OF SUBATOMIC PARTICLES IS BASED ON THE HYPOTHESIS

THAT THE NEUTRINO IS THE DENSEST PARTICLE IN THE UNIVERSE BECAUSE IT IS THE BUILDING BLOCK

FOR ALL OTHER PARTICLES. THE NEUTRINO CAN CONVERT INTO PHOTONS, WHICH MEANS THAT PHOTONS

ARE EQUALLY DENSE. N-STRING PHOTONS COMBINE TO FORM AN ELECTRON. P-STRING PHOTONS

COMBINE TO FORM A POSITRON.

THE DIAMETER OF POSITRONS AND ELECTRONS

IN THE DYNAMISM MODEL, THE POSITRON AND ELECTRON ARE BOTH AS DENSE AS THE NEUTRINO. THIS

MEANS THAT I CAN USE THE NEUTRINOS DENSITY, IN COMBINATION WITH THE ELECTRON'S MASS

FIGURE, TO DETERMINE THE DIAMETER OF THE ELECTRON.

THE DENSITY OF THE NEUTRINO IS 522581335023166798298 kg/m^3.

THE MASS OF THE ELECTRON IS 9.10938356 × 10^-31 kg.

NOW I CAN WORK OUT THE VOLUME OF THE ELECTRON:

DENSITY = MASS

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