Geometry of Inflationary Universes - Negative Axisymmetric Curvature
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Transcript of Geometry of Inflationary Universes - Negative Axisymmetric Curvature
KαφS
GEOMETRY OF INFLATIONARY UNIVERSES
FORCE
STRONG FORCE
WEAK FORCE
Strong Force
Weak Field
Magnetisms
Gravity
Strong Field
Centroid
AB
Electricity
FORCE
STRONG FORCE
WEAK FORCE
Strong ForceWeak Field
Magnetisms
Gravity
Strong FieldCentroid
A
Electricity
B
FORCE
STRONG FORCE
WEAK FORCE
Weak Field
Magnetisms
Gravity Strong Field
Electricity
O
ONH
N
O
Strong Field
Strong Field
GravityGravity
MagnetismsMagnetisms
Electricity
Electricity
Weak Field
Weak Field
A B
𝐿𝑖𝑛=20𝐿𝑒𝑥
πA
B
A n1 Sen π = n2 Sen HK B
E
m
C²
M= 3.666
1.05
0.511 D
EM
HK
M= 3.666
𝐹=𝑚𝑎c²
𝑭 ÷𝒎=𝒄 ²=𝒎÷𝑭𝒄 ²=𝑭 ² 𝑿𝒎 ²𝑪=√𝒎/𝐅𝒎𝒂𝑿 𝑨𝑩=𝑨𝑩 𝑿𝒎𝒄 ² /𝟒𝑬𝒂=𝑬𝒃𝒎𝒄 ²=𝑨𝑩 𝑿𝒎𝒄 ² /𝟒
m c = 1/ 4F²C =
My Will and the Force of my Field =
F = Force
𝑾=𝑭 𝒙𝑫𝑾=𝑮𝒙 𝑬𝑴𝑨 (𝑺𝒇𝑾𝒇 𝑿𝑮𝑬𝑴 )=𝑩 (𝑺𝒇𝑾𝒇 𝑿 𝑮𝑬𝑴 )
Y Y + Y = X → X + Y = XY
X + X = XX YY + YY = XX = X + X
→ →→ → →YY + YY = XX = (Y+Y)+(Y+Y) → X+X = X+X
→XX + XY XXXY
YYYX
1110
0001
= = =
X X
X Y
ᾧ-ℇ+ -ℇ+
KαφS
KαφS
[]
[]
𝑅 ¿𝐶12.1 ¿
1 ´ 155.000¿11.5111
¿𝑃𝑟𝑜𝑚𝑀𝑖𝑛
¿1 ´ 099.0001 ´ 050.000
¿
𝑅 ¿𝐶3.6666 ¿
350.000¿3.14152.62
¿ 𝑷𝒓𝒐𝒎𝑴𝒊𝒏
¿300.000250.000
¿
𝑅 ¿𝐶1.047 ¿100.0000.095⇝
¿ 9.000𝐶 .𝑃𝑙𝑎𝑛𝑘
KαφS
R: 12.1
R: 3.666
R: 3.141
R: 1.047
BETELGEUSE
SIRYUSPROCYON
POLARISVELA
OCTANS
FLOW
KαφS
[]
-∞ +∞BA
W+F+
M--1
1W+