5 April 2025 AD, Saturday

St. Vincent Ferrer (1419 AD); Bl. Juliana of Mount Cornillon (1258 AD)

 

Charge-parity violating phase angles are substantial in describing some of the properties of the universe (and universes). These angles can be used to mathematically prove the built-up of the Universe (Universes). Before I proceed with this mathematical proof, I will present the basis of how to calculate quickly and effortlessly charge-parity violating phase angles for quark and neutrino, since we have scientific data for both of them. However, the data for neutrinos vary depending on the measurement, so this calculation will provide the exact result for quark and neutrino as well.

 

Again, all we need are ‘raw angles’ from the main equation. We will also need the multiplication factors. Starting from the left of the graph, when the function is increasing, the multiplication factor equals 2.0; when the function is decreasing, the multiplication factor equals 1.0.

 

Fig 7. Main equation graph (real values):

 

 

Quark.

 

‘Official measurements’ for quark charge-parity violating phase angle:

 

Quark delta charge parity violating phase angle.

 

Quark δCP = 65.546372⁰ ±1.546986⁰ = 1.144 ±0.027 radians (PDG 2022)

 

Quark δCP = 68.754935⁰ ±4.583662⁰ = 1.20 ±0.08 radians (2008)

 

How to calculate the exact value of the delta charge-parity violating phase angle?

It cannot be simpler. From the main equation add three ‘raw’ angles and multiply by factor. In the case of quarks, the multiplication factor equals 2.0.

 

Why do we need three ‘raw’ angles?

Because they represent three mixing angles for quark, theta13, theta23 and theta12.

 

Here are the calculations for quark:

 

QCM0 (theta13 raw angle) = -1.208052⁰

QC1 (theta23 raw angle) = 8.323371⁰

QC2 (theta12 raw angle) = 26.117053⁰

 

Adding these angles and multiplying by 2.0 will give quark delta charge-parity violating phase angle:

 

[(-1.208052) + (8.323371⁰) + (26.117053⁰)] * 2.0 = (33.232372⁰) * 2.0 =

= 66.464744⁰ = 1.1600286193 radians

 

Versus

 

Quark δCP = 65.546372⁰ ±1.546986⁰ = 1.144 ±0.027 radians (PDG 2022)

 

With a 'relative error' of the measurement equal to

ԑ = 1.382%

 

My result is correct, I believe. It is a similar situation to the fine structure constant, alpha, when my theoretical result proved to be correct in a matter of a couple of years.

 

Neutrino.

 

‘Official measurements’ for neutrino charge-parity violating phase angle:

Neutrino delta charge parity violating phase angle:

 

Neutrino δCP = 197⁰ +42 -25⁰ = 3.43829862643 +0.733038286 -0.436332313 radians

(NuFIT 5.2 (2022))

 

Neutrino δCP = 177⁰ ±19⁰ = 3.089232776 ±0.331612558 radians (NuFIT 6.0 (2024))

 

How to calculate the exact value of the delta charge-parity violating phase angle?

It cannot be simpler. From the main equation add three ‘raw’ angles and multiply by factor. In the case of neutrinos, the multiplication factor equals 1.0.

 

Why do we need three ‘raw’ angles?

Because they represent three mixing angles for neutrino, theta13, theta23 and theta12.

 

Here are the calculations for neutrino:

 

NCM1 (theta13 raw angle) = -20.012967⁰

NCM2 (theta23 raw angle) = -165.392871⁰

NCM3 (theta12 raw angle) = 23.106593⁰

 

Adding these angles and multiplying by 1.0 will give neutrino delta charge-parity violating phase angle:

 

[(-20.012967) + (-165.392871⁰) + (23.106593⁰)] * 1.0 = (-162.299245⁰) * 1.0 =

= -162.299245⁰ = -2.832656199 radians

 

Versus

 

Neutrino δCP = 197⁰ +42 -25⁰ = 3.43829862643 +0.733038286 -0.436332313 radians

(NuFIT 5.2 (2022))

 

Now, these are results of complex numbers calculations, so:

 

-162.299245⁰ + 360.0⁰ = 197.700755⁰

 

With relative error epsilon equal to 0.355%

 

In case of the following measurement:

 

Neutrino δCP = 177⁰ ±19⁰ = 3.089232776 ±0.331612558 radians (NuFIT 6.0 (2024))

 

We have -163⁰

 

versus

 

177⁰ ±19⁰

 

With relative error equal to 7.910% if absolute value is taken into account.

 

Next articles – introduction to the St. Hildegarde von Bingen Universe and three Universes created by God, Cello, Terra, and Sub Terra. The delta charge- parity violating phase angles of each of the Universes will be used, to show that they are not independent of each other (in case of Terra and Sub Terra). The results will produce round and elegant angles, which show beyond the doubt that this is indeed the construct of the creation of the three worlds.

 

Palestrina - Missa "Papae Marcelli": Sanctus

https://www.youtube.com/watch?v=S6EEsEJRehc&ab_channel=AndrewFuchs-Topic

 

 

 

Sint-Salvators cathedral (Bruges, Belgium) - statue of God the Father by sculptor Artus Quellinus the Younger: