Spreadsheets of dynamic of visible Universe

We can simulate the dynamic of any galaxy P of our visible universe for an observer on the earth’s referential who does not know the velocity V of expansion of our galaxy in the universe, thus he will think that earth is standing still and it is the center of our visible universe. According to our truth, we know that all galaxies move away from us at their velocities V_a since the beginning of universe, even when such galaxies were composed of quantum of energy, which formed them. Such being that case, the photons emitted by them are influenced by such velocities V_a. Based on this reasoning and the figure above let’s elaborate a spreadsheet to be simulated on the computer.

Dynamic of any galaxy P and its light in relation to earth

R = actual ray of our visible universe;
P = actual position of galaxy P;
P₁ = position of galaxy P in the instant that photon that reaches earth was emitted;
T = actual age of universe;
T₁ = age of universe due to the emission of photon from P₁ position;
T₂ = past time for:
– Photon goes from P₁ position to earth at velocity c₁, where c₁ = c – V_a for an observer on earth;
– Photon goes from galaxy on P position to earth at velocity c for an observer on such galaxy;
– Galaxy goes from P₁ position to P at velocity V_a;
X₁= distance from P₁ position toward earth, where:
X₁= V_aT₁;
X₁= c₁T₂;
X₂= distance between P₁ position and P, where:
X₂= V_aT₂;
X = actual distance between galaxy on P position and earth, where:
X = V_aT;
X = cT₂ .

We must remember that light function as if it was instantaneously transmitted according Cristina Effect of light.

Making the spreadsheet

For simulating the motion of any galaxy P in our visible universe we need to define which would be such galaxy P of figure. Thus, we need to know what is the deviating velocity Va or its redshift .Such information are acquired in spreadsheets of observational results provided by astronomy.

Known data:

[1] The velocity of light in vaccum:
c≈300.000 Km/s or a unit of velocity;
[2] The actual age of universe provided by NASA in 2003:
T = 13,7 biillion years, margin of error of + ou - 1%,
[3] The frequency of emission of light:
f = 5,976096 x 10¹⁴ Hz;
[4] the wave length of emission of light:
l = 5,02 x 10^-7 m.

Note: Such frequency and wavelength are equivalent to those of sunlight, which data are provided by the physicist José Newton Figueiredo from the University of Itajubá. The sun has a deviation velocity from earth of V_a = 0. We also consider that all stars that compose the galaxies emit light with such characteristics.

Use the variables:

The information of galaxy P (NDF 244) that we hose for studying;
[5] We can use the redshift Z;
[5] or we use the deviation velocity V_a.

We calculate:

[6] If we use V_a, we calculate the redshift Z, which is determined by Science through the formula:

[6] If we use redshift Z, we calculate the deviation velocity V_a through the Science’s formula:

[7] The distance X from galaxy P to earth at present.

[8] The time T₂ that a photon emitted by galaxy P spent to arrive at earth seen by observer on P, from which it was emitted at velocity c. For such observer, the photon always has velocity c and according to his truth he thinks he is standing still;

[9] The velocity c₁ of arrival of photon on earth observed from it. An observer on earth thinks he is standing still seeing the galaxy P going away at a velocity V_a, where c₁ = c – V_a.

[10] The distance X₁ between galaxy P and the earth when the photon was emitted on P₁ position;

[11] The distance X₂ that galaxy P covered from its position P₁ toward P at velocity V_a;

[12] The age of universe T₁ when the photon was emitted;

T₁ = T - T₂;

[13] The frequency f ´ of arrival of light on the earth through the formula of Doppler deviation

[14] The ray of visible universe that increases with the age T of universe.

R = c x T

[15] Another way to calculate X₁:

X₁ = V_a x T₁

[16] Another way to calculate the frequency of arrival of light on the earth f´, using the undulatory physics formula: v = lf´, where v = c₁.

It is amazing that the result above [16] has the same result [13] as the formula of Doppler Effect; however, Logical Deductions interpret the diminution of frequency (f´ < f) as a direct consequence of velocity c₁ be smaller than c due to the deviation V_a (c₁ < c).

[17] the value of Hubble’s constant H₀ through the astronomy formula:

As long as Science calculates experimentally the value of Ho, we calculate it through the velocity V_a of galaxy and its distance X, where X = V a x T. For any galaxy simulated in the spreadsheet we observe that its value is constant H₀ = 71,386861314 Km/s/Mpc , which confers with the actual value provided and observationally calculated by Science. Such value is valid for the actual age of universe T = 13,7 billon of years, because HO varies with the age T of universe.

Such spreadsheet provides us information of a galaxy if we have its deviation velocity V_a. And to obtain V_a we have to know the redshift Z of a galaxy, which is provided by astronomic list.

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