Atomic spectra calculations from Newton's equation Abstract: Atomic spectra are not a Proof of the existence of an atomic shell structure but a measure of Earth's spin. Atomic spectra wavelength is an inversion of Earth's radius. Standard refractive i ndex measurements are taken at yellow Sodium D line, with a wave length of 598 nanometers Page 1 The proof:
11
Embed
Atomic spectra calculations from Newton's equation
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
8/8/2019 Atomic spectra calculations from Newton's equation
First Proof : Real time astronomy solution of Earth's spin - effect of axial tilt illusion
In July 21, 1969 at age 11 and after graduating from 5th grade and on the same day a manlanded a foot on the moon I watched Apollo 11 take off and disappear into the skies on its way tothe moon and then saw Neil Armstrong land human's first step on the moon. I wondered how someone sees and measures distances in space and how someone sees and measures sizes of objects in space. Apollo 11 rocket looked like it is shrinking in size while moving up into the skies;not as if the rocket shrunk in size but as if the rocket visual changed in size indication a differentlocation and not a different size. Apollo 11 looked similar to a moving car moving away andshrinking in size. I realized that objects location and size has to do with how we see things (eye asan instrument). I imagined two snap shot of Apollo 11 at different distances A and B. At snap shotdistance A Apollo 11 looked like it has a size C, and at snaps shot distance B Apollo 11 looked like
it has a shrunk size D as shown below:
C
D
Eye ------------------------------ A ------------------------------ B
I asked myself the question: how A, B, C, and D are related?
1 = 1 is self evident; 2 = 2 is self evident; A = A is self evident
If A = A; add and subtract B; then A = B + (A - B)
Distance forward equation in real time is r = r0 e - (λ + í ω) t
Distance backward equation in real time is r = r0 e (λ + í ω) t
S = m r = m0 e (λ + í ω) t r0 e - (λ + í ω) t = m0 r0 = m1 r1= m3 r4 = m4 r4 = Etc
(Cosine ω t) + í sine ω t) e λ = e (λ + í ω) t
(Cosine ω t) - í sine ω t) e - λ = e - (λ + í ω) t
(Cosine ω t) + í sine ω t) e λ (Cosine ω t) - í sine ω t) e - λ = e (λ + í ω) t e - (λ + í ω) t = 1
Then, m = m0 e (λ + í ω) t and r = r0 e - (λ + í ω) t ------------------------------------- I
Or, m = m0 e - (λ + í ω) t and r = r0 e (λ + í ω) t ------------------------------------- II
Equation I mean:
Earth's spin e í ω t will produce equal and opposite visual tilt e - í ω t
Equation II mean:
Earth's spin e - í ω t will produce equal and opposite visual tilt e í ω t
1 - Earth's spin deviate data by 2 π; modern and Nobel uses an inverse square law and the data deviates by 1/√ (2 π) and vertical tilt will produce a celestial sphere tiltangle sine -1 [1/√ (2 π)]; using Lab clock of 24 hours = Ts = 48600 second instead of
Earth's clock Te = 86164 seconds [NASA's Earth Data] will change the value of the angleto tilt angle (Ts/ Te) sine -1 [1/√ (2 π)]. Measuring in air and not in vacuum will changethe value of the tilt angle (1/n a); n a = 1.000293 = air index of refraction
Tilt angle ω t = (1/n a) (Ts/ Te) sine -1 [1/√ (2 π)] = 23.44° arc degree
= Exact value given by NASA of 23.44° arc degree
If planet Mercury angular velocity θ '0 given in arc seconds per century is to be measured:
Where θ'0 = (2π/T m) (180/π) (100 x 1 year/T m) x (3600) = 70.75 arc sec per century
T m = 88 days = 88 x 86400 second; 1 year = 365.26 days; 100 years = 36526 days
Then an error of (1 - sine 23.44°) θ'0 = 43 arc second per century
Celestial sphere error 1: (1/n a) (Ts/ Te) sine -1 [1/√ (2 π)] = 23.440
Page 7
8/8/2019 Atomic spectra calculations from Newton's equation
Proof two: Real time astronomy spherical measurements
Modern and Nobel spherical errors are (8π/15) = (4 π/ 3) (2/5)
The (4 π/ 3) is from spherical volume
And (2/5) is from spherical moment of inertia
Light visual incident and reflected of a sphere is not the same as lightincident on and reflected of a plane and the light incident of a sphere should be tracing a circle. This fact had been known since 10th century by Abbasid era Araband Persian physicists and astronomers in their description of fire sphere where balland not lens were used to make fires like fire is/ can be started with a lens.
A circle has a circumference of 2 π and the moment of inertia of a sphere is (2/5) mr2.The error in visualizing light from a celestial object is 1 / (2 π). The spring method used where an error of 2/5 is multiplied, then the total error 1/ (2 π) (2/5) = 5/4 π. The vertical projection angle of light coming from a celestial object like the Sun would bemeasured in modern and Nobel terms as an error of axial tilt and not an actual tilt.
Also, sine -1 (5/4 π) = 23.44617328. The index of refraction of air is n a = 1.000293
And sine -1 (5/4 π) /n a = 23.4393°; Time was not used
Celestial sphere error 2: (1/ n a) sine -1 (5/4 π) = 23.4393°
Proof three: Real time atmospheric gravity solution
Pressure P is defined as force/area = F/A; P = F/A; the mass of the atmosphere is m = 5.1352±0.0003×1018 kg and the force of the atmosphere F = m g; g = atmospheric acceleration orstandard acceleration = 9.80665 meters/second. The atmospheric pressure around Earth is
101.3kP = 101300 Pascal; The area of a sphere like Earth is 2 x π x r2
=2 x π x 6371, 0002
meters2; r = radius of Earth = 6371,000 meters.
Force F = mg =5.1352 ×1018 x 9.80665
Pressure P =101300
Area A = 2 x π x 6371, 0002
P = F/A = 5.1352 ×1018 x 9.80665/ 2 x π x 6371, 0002
= 197461.74 but P = 101300
197461.74/101300 =1.949276407
Measurements are made with distance and not distance squared and that means theerror is square root of 1.949276407 where measurement shift is done wrong. The squareroot of 1.949276407 is 1.396164892 and the shift is by the amount of 1.396164892 - 1 =0.396164892 and sine-1 (0.396164892) = 23.33865407 by Earth's recording time.
In human recording time period Ts = 24 hours = 86400 seconds and divide by Earth'srecording time period Te = 86164 seconds squared.
(23.33865407)(Ts/Te) 2.
Newton's law: F = G m M/r2
Where F = force between two objects with masses m and M and r is the
distance between their centers and G the proportionality constant with state of
the art measurement of 6.6729 x 10-11 with experimental error of +/-0.0005
[1] Measurement techniques volume 39, No.10, 1996
Measurement of the gravitational constant using torsion balance
O.V. Karagioz; V.P.Izmailov; UDC 528.27; G = (6.6729 +/- 0.0005) x 10-11
G =1/ (8 x π /15) Te2 na
2 d a; or, G =1/ (8 x π /15) Te2 εa
2 d a
Page 9
8/8/2019 Atomic spectra calculations from Newton's equation