Mass Stability & Astrotheology

I. INTRODUCTION

Simon's 12 th problem in the 2000 list:

Is there a mathematical sense in which one can justify current techniques for determining molecular configurations from first principles? Source: Wikipedia.

Thee are tow forces in nature, one that draws together and the other that pushes apart. They are gravity and coulombic forces. We will show that the Mass in the universe is the result of these tow opposing forces working against each other.

6.67/1.602=0.24017

GMP $\Rightarrow$ t ${}^2$ -t-1=E

${0.2401}^2-0.2401-1=1.18249=$ Mass of the Period Table of the elements.

The 118th element is Og.

118/118249=-0.99789

There are 32 elements in the 7th Period, or 32 elements. The Mass of an electron =5.1099mEv

-0.99789/(32x 5.1099)=6.10267

Orbitals

Mass H+=1.0079 →Mass Og=294

$\mathrm{\Delta }\mathrm{M}=292.99\approx 293$

198 x 693 x 297 x 495x99=1997~2

$\mathrm{GMP}\Rightarrow 2^2-2-1=\mathrm{E}=1$

Oganessian #118

118 p+ x938.27208816

118 e- x 5.1099

118.4(943.3819)=111696+1/2=1.617.46≈1.618 Golden Mean

GMP

${1.618}^2-1.618-1=-76$

1-0.76=0.24⇒1.602/6.67

Covalent radius for Og:

$\mathrm{r}=157=\pi /2$

$\mathrm{r}=\mathrm{d}=\mathrm{s}=\mathrm{E}\times \mathrm{t}=|\mathrm{E}||\mathrm{t}|\sin \theta$

$\mathrm{E}=1/\sin \theta =1/\mathrm{F}$

${\omega }^2={157}^2$

$=(157{)}^2(293)(3/8)$ $=271\approx {\mathrm{e}}^1=\mathrm{E}$

Eigenvector

$\sqrt{3}=1.316=1/0.759835=24.01$

$\mathrm{E}=1/\mathrm{F}=1/1444=692=\mathrm{Ln}1998=\mathrm{M}$ when $t=2$

We now use Benzene, a prolific molecule in organic chemistry to show why the atoms come together to conserve energy.

3 C-C 3(710)=2130

3 C-C 3(607)=¹1821

6 C-H 3(337.2)=²2023.2

SUM=59742

$\mathrm{PE}+{\mathrm{Mc}}^{\wedge }2=$

$M=6(12)+6(1)=78$

PE=78(2.9979) ${}^2$ =4222.3

$\mathrm{TE}=\mathrm{PE}+\mathrm{BDE}=59742+4222.3=10196$

But the molecules all have the same number of each bond type.

Caron needs 4 e-

28 x 1.602=4485.6

$\mathrm{M}=\mathrm{Ln}\mathrm{t}=4485.6$

$\mathrm{T}=1.50=1/\mathrm{G}$

15 e-shared x 1.602=24.03=1.602 x 6.67

So what is the difference for the Benzene ring? It is that 3 electrons are shared between 6 Carbons. So, energy is minimized:

$3\mathrm{e}-/6\times (1.602)+6(1.602)+\mathrm{He}-6(1.602)=20.025$

$e^{20.025}=2.99698=c=2.997\sim 3$

t=c=3=eigen value □ E=5 □ y=y' for the eigen function.

For the middle architecture:

3 e-+6e-+6e-=20.025 same

They are both symmetric molecules. Space must be conserved which is based on the cross product of energy and time(KE).

s=Ext=E t sin theta s=t

$\mathrm{E}=1/\sin \mathrm{theta}=20.025$

Theta=28.6 deg=0.5 rads

Area of the Benzene Ring:

=375=1/F=E where F=SF=8/3

Area of the middle structure:

157+157+111=425

111+157+111=379

Area -804

804

375 by $46.6\mathrm{\%}$ So the Benzene structure minimizes space. So that is why the Benzene ring is selected from first principles using AT Math.

II. CONCLUSION

The Mass of the universe are established from first principles of Astro theology. The joining up of atoms of elements follows the laws of the conservation of energy and space using coulombic forces.

ACKNOWLEDGEMENTS

I'd like to acknowledge Dr Owen Dunn of St Malachy's High School who taught me chemistry in 10 months. And Prof Carl Thompson at UNB Saint John who taught me Organic Chemistry for Health Sciences over a summer course. I also thank the government of New Brunswick for paying for my primary and secondary education, and the people of Canada for paying me a pension while I work at research. Finally, I thank my parents for educating me at home and allowing and encouraging me to learn while they worked to support us. Above all, I thank God for letting me push His pen; yet the many mistakes are all mine.

1. Hathaway., BA., Barron's E-Z Chemistry. Barron's 2011.