FILLING IN THE GAPS OF VOLUMETRIC STABILITY (PART 18)
The first clue to identifying the symmetric entity that fills a
given gap in the sequence of TRUE-unit volumetric symmetry (Table 17Q) is its
location relative to the other symmetric forms in the table. The compound that
fills a given gap can only be formed from combinations of symmetric atoms
and/or compounds that are smaller than it in total TRUE units.
For example, the (3x108)3 gap can only be filled by a
compound entity composed of Helium [TRUE volume = (2x108)3] and
Hydrogen or Deuterium [TRUE volume = (1x108)3].
The tables below identify symmetrical molecular entities that
fill the gaps and complete the Periodic Table of Building Blocks. Table 18B1 is
extracted from Table 18A and contains the extra generally unstable compounds
and radicals that fill the gaps in the multiples of 1083.
TABLE 18A: TRUE-UNIT SYMMETRIC MOLECULAR COMPOUNDS: FILLING IN
THE GAPS.
Compound
|
ג Units
|
Total TRUE
|
Valence
|
Percent ג Units
|
TRUE Volume
|
Comments
|
Helium Hydride HeH
|
384
|
504
|
+1
|
76. 2%
|
(3x108)3
|
Super acid
Not found in Nature
|
Lithium
Hydride Li and H2 (Deuterium)
|
512
|
672
|
+2
|
76. 2%
|
(4x108)3
|
Rare in Nature
Very Reactive
|
(He)2H
|
640
|
826
|
+3
|
76. 2%
|
(5x108)3
|
Produced in
Nuclear Fusion
|
Hydroxide
HO
|
1, 174
|
1, 512
|
-1
|
77. 6%
|
(9x108)3
|
Building Block of Amino Acids
|
H2N
|
1, 174
|
1, 512
|
-1
|
77. 6%
|
(9x108)3
|
Common in Amino Acids
|
CH3
|
1, 174
|
1, 512
|
-1
|
77. 6%
|
(9x108)3
|
Common in Organic Compounds
|
H2O
|
1, 336
|
1, 692
|
0
|
78. 8%
|
(10x108)3
|
Water
|
H4N
|
1, 496
|
1, 848
|
+1
|
80. 9%
|
(11x108)3
|
Ammonium Ion
|
C2H
|
1, 686
|
2, 184
|
+3
|
77. 2%
|
(13x108)3
|
Major Component of Cysteine Amino Acid
|
While filling the gaps in the
sequence of (n x108)3 symmetric structures in the Periodic Table, we
find that there may be two or more compounds with the exact TRUE volume capable
of filling the gaps, increasing in number as n increases. We also discover
that, after n = 9, there are symmetric compounds equal in TRUE volume to some
elements. H2O, for example, has a TRUE volume of (10x108)3,
the same TRUE volume as the inert gas Neon. The TRUE-unit analyses for the
compounds are displayed in the Tables below.
Table 18: TRUE UNIT ANALYSES OF GAP COMPOUNDS
TABLE 18B 1 He; Helium Hydride, Valence = - 2 + 3 = +1
Compound
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
He + H
|
3e
|
3
|
315
|
318
|
32, 157, 432
|
|
3P+
|
51
|
21
|
72
|
373, 248
|
|
3N0
|
66
|
48
|
114
|
1, 481, 544
|
|
Totals
|
120
|
384
|
504
|
34,012,224=(324)3
= (3x108)3
|
The proportion of
Gimmel to TRUE is high at 76.19% for Helium Hydride. The TRUE-unit analyses
continue below for other compounds that fill the gap. We now examine two other
variants of Helium hydride (He)2H.
Given
that Helium and Hydrogen are very stable compounds, we would expect Helium and
hydrogen combinations to be stable and they are.
Table 18B 2 he:
(He)2H, Valence = - 2 + 5 = +3
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
(He)2H
|
5e
|
5
|
525
|
530
|
148,877,000
|
|
5P+
|
85
|
35
|
120
|
1,728,000
|
|
5N0
|
110
|
80
|
190
|
6, 859,000
|
|
Totals
|
186
|
640
|
826
|
157,464,000=(540)3
= (5x108)3
|
The proportion of Gimmel to TRUE is high at 77.48% for (He)2H.
We now move onto the next level of the atomic table. This time
lithium should not be a multiple of 108 cubed as lithium is not a life-stable
element. Yet lithium (deuterium) hydride formed from Lithium and Deuterium (H2)
is a symmetrically stable gap compound at (4x108)3. Moreover, the
proportion of Gimmel to TRUE is high at 76.19% for lithium hydride.
Table 18c: TRUE UNIT ANALYSES OF Lithium (Deuterium) Hydride
as a GAP COMPOUNDS, Valence = - 2 + 4 = +2
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
Li + H2
|
4e
|
4
|
420
|
424
|
76, 225, 024
|
|
4P+
|
68
|
28
|
96
|
884, 736
|
|
4N0
|
88
|
64
|
152
|
3, 511, 808
|
|
Totals
|
160
|
512
|
672
|
80,621,
568=(432)3
= (4x108)3
|
Possibly the most important and stable compound that exists and
is critically important for life is water. How does water as hydrogen hydroxide
fit into the gap profiles? Clearly we would hypothesize that it fits and,
indeed, it does.
First we look at the hydroxyl radical, OH, formed from O and H1,
because it is symmetrically stable and fills the (9x108)3 gap.
Table 18D 2: Deriving water: The Hydroxyl Ion, Valence = - 10
+ 9 = -1
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total TRUE
Units
|
Volume
|
H1+O
|
9e
|
9
|
945
|
954
|
868,250,664
|
|
9P+
|
153
|
63
|
216
|
10,077,696
|
|
1Cג+8N0
|
176
|
166
|
342
|
40,001,688
|
|
Totals
|
338
|
1, 174
|
1, 512
|
918, 330, 048=(972)3
= (9x108)3
|
The proportion of
Gimmel to TRUE is high at 77.64% for this radical that is part of water. We
compare this now with water, which is as expected, also a multiple of 108
cubed. Remarkably the proportion of Gimmel to TRUE in Water is the highest of
any compound we calculate at 78.95%!
This affirms our hypothesis of Water being the highest of any of our stable
symmetrical compounds.
We would expect
Water to be high, even higher than the Hydroxyl radical. But it is interesting
that hydroxyl is a symmetric, stable radical as expected (and, indeed, as
required for water to show its stability.
Table 18d 3: H2O,
Water, Valence = -2 -8 + 10 = 0
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
2(H)+O*
|
10e
|
10
|
1050
|
1060
|
1, 191, 016, 000
|
|
10P+
|
170
|
70
|
240
|
13, 824, 000
|
|
8N0+2Cג
|
176
|
216
|
392
|
54, 872, 000
|
|
Totals
|
356
|
1,336
|
1,692
|
1,259,712,000
(10x108)3
|
We now examine several other radicals that fill the gaps in the
Periodic table and are multiples of 108 cubed. We examine H2N, NH4
ammonium, then CH3, and C2H.
Table 18 E -1: NH4
ammonium, Valence = 11 -2 – 8 = +1
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
4H1+ N
|
11e
|
11
|
1, 155
|
1, 166
|
1, 585, 242, 296
|
|
11P+
|
187
|
77
|
264
|
18, 399, 744
|
|
4Cג+7N0
|
154
|
264
|
418
|
73, 034, 632
|
|
Totals
|
352
|
1,496
|
1,848
|
1, 676,
676, 672=(11x108)3
|
It is certainly
remarkable that the gimmel/TRUE ratio of ammonium is 80.95%, the highest of any
radical we’ve analyzed!
We now look at some other radicals, but this time including CH3
which is another gap compound multiple of 10 cubed and another radical, C2H.
Table 18E -2 : H2N,
Valence = - 2 + 9 = +7
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
2H +
N
|
9e
|
9
|
945
|
954
|
868, 250, 664
|
|
9P+
|
153
|
63
|
216
|
10, 077, 696
|
|
9N0
|
176
|
166
|
342
|
40, 001, 688
|
|
Totals
|
338
|
1,174
|
1,512
|
918, 330,
048=(972)3
= (9x108)3
|
The proportion of
Gimmel to TRUE is high at 77.64% for H2N as expected for this
structure.
Even more so, the proportion of
Gimmel to TRUE is extremely high for the ammonium radical at 80.95%. We would
expect ammonium to be extraordinarily reactive, and indeed it is. Of course,
ammonium radical is not stable itself, and it interacts with other chemicals.
Table 18F 1: CH3,
Valence = - 10 + 9 = -1
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
C + 3H
|
9e
|
9
|
945
|
954
|
868,250,664
|
|
9P+
|
153
|
63
|
216
|
10,077,696
|
|
9N0
|
176
|
166
|
342
|
40,001,688
|
|
Totals
|
338
|
1,174
|
1,512
|
918,330,048=(972)3
= (9x108)3
|
The proportion of
Gimmel to TRUE is the typical high for a radical with many hydrogens plus a
life-sustaining element at 77.64%.
Table 18 G 1: C2H,
Valence = 13 -2 – 8 = +3
Atoms
|
Particles
|
Mass/Energy
|
ג
|
Total
TRUE
Units
|
Volume
|
2C + H
|
13e
|
13
|
1, 365
|
1, 378
|
2, 616, 662, 152
|
|
13P+
|
221
|
91
|
312
|
30, 371, 328
|
|
Cג+12N0
|
264
|
230
|
494
|
120, 553, 784
|
|
Totals
|
498
|
1, 686
|
2,184
|
2,767,587,
264
=(1,404)3
=(13x108)3
|
The proportion of Gimmel to TRUE is the typical high for a
radical with only one hydrogen at 77.19%.
Importantly, the two fundamental building blocks of our
physical 3S-1t life are DNA[1]
and RNA. The calculations are complex because of the number of neptrons
involved. The elements constituting DNA and RNA are all multiples of 108 cubed,
as expected. Therefore the cube roots remain integers. These chemicals are
stable and symmetric. It is interesting that OH, H2N, and CH3 are components of
amino acids that are building blocks of DNA and RNA and they fit into the
multiple of 108 cubed prototype as expected. C2H also fits this
prototype.
We
now briefly examine Fe, iron, as it is in the top 10 abundant elements, and
also, very important in life. Some would argue it is so fundamental it should
be on the “essential for life” list. We know it to be asymmetric, and elemental
iron itself might not be pertinent. Yet, when in used combination it should be
stable. So we would expect some special property for iron.
TABLE
18H 1: Deriving elemental IRON: Fe, Valence = -26 + 28 = 2
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total TRUE
Units
|
Volume
|
Fe 0
|
26 e-
|
26
|
2730
|
2756
|
20933297216
|
|
26P+
|
442
|
182
|
624
|
242970624
|
|
30N0
|
660
|
480
|
1140
|
1481544000
|
|
Totals
|
1128
|
3392
|
4520
|
22657811840=
(6096.395)3
|
The gimmel to TRUE ratio is 3392/4520 = 0.7504 = 75.04%. This, as
expected, based on Neptrons has a low proportion of gimmel. However, iron in
any form might have the most gimmel of any of the most abundant elements [2]. 112 We also tabulate Ferrous ionic iron (Fe2+) because it’s so
important in life, for example, as a component of hemoglobin.
Table 18H2: Deriving Ferrous Iron: Fe2+, Valence = -26 + 28
= 2
Atoms
|
Particles
|
Mass/
Energy
|
ג
|
Total TRUE
Units
|
Volume
|
Fe++
|
26 e-
|
26
|
2730
|
2756
|
20933297216
|
|
26P+
|
442
|
182
|
624
|
242970624
|
|
30N0
|
660
|
480
|
1140
|
1481544000
|
|
Totals
|
1128
|
3392
|
4520
|
22657811840=
(6096.395)3
|
We could predict that Ferrous iron should be even more involved with life
and key life compounds than elemental Fe0 . Moreover, we would
hypothesize that Ferric iron Fe3+ should have less involvement with
gimmel than Ferrous Fe2+. However, if we calculate these tables, the
gimmel figures should be and are the same because valence and its possible
energy impacts are not accounted for here.
The
analysis is likely far more complex, however, because iron, Fe0, as
an element may not be too relevant. By contrast, ferrous iron, the most stable
and abundant type, becomes critically important as a bioavailable substance of
life. But the figures in these Tables (18 J1 and 18J2), as expected, are
identical because the tables are reflecting iron with a valence of two,
therefore Fe2+ .
All known
forms of life require ferrous iron. And it almost always physiologically
requires a combination into complex compounds, such as carboxyhaemoglobin.
Consequently, even an analysis of Fe2+ may be simplistic, and like
DNA and RNA, we would have to wait for an analysis of compounds such as
carboxyhaemoglobin.
Ferric Fe3+
iron may be relevant in oxidative processes and rusting, but not for life
compounds, so we would expect far less of a contribution to TRUE unit analyses.
Clearly here, Ferrous Fe2+ reflects the same score as Fe0
in these tables, as above. Because elemental iron is tabulated based on the
valence of Fe2+.
[1] DNA= Deoxyribonucleic acid. RNA=
Ribonucleic acid. The abbreviations might be better known than their long-hand
names.
[2]
Abundance statistics for iron are markedly source dependent so this
comment depends on what is measured: The percent abundance of iron in the
universe is 0.11%, in the sun 0.1%, in meteorites is a remarkable 22%, in the
earth’s crust is 6.3%, in oceans is only 3 millionths of a percent and in
humans is low but exceedingly important at 0.006%.
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