15 March 2024 St. Longinus (1st century AD) St. Louise de Marillac (1660 AD)

 

The following two articles will deal with the G-Factor of Quarks and Neutrinos. G factor of a magnetic force – 'A g factor (also called g value) is a dimensionless quantity that characterizes the magnetic moment and the angular momentum of an atom, a particle or the nucleus.' If you are interested you can find out more at Wikipedia’s link here:  

>>>   https://en.wikipedia.org/wiki/G-factor_(physics)

As I said before in the last article, we had two scans – Real and Imaginary. The next step is to add those two scans together, that is,

(Real + Imaginary) or (A + Bi) + (C + Di).

Having the sum in Rectangular Form we can use Polar Form (Vector Magnitude and Angle of the Vector). (This is already done by the FORTRAN Program.)

I prefer to use the polar form to the rectangular form. So, we have a vector and angle with X-axes. To obtain the magnetic moment (force), we have to use a Cross-Product:

Magnetic Moment = Strength of the Magnetic Field and Velocity of the object going through it. In other words:

F = B x v = |B| x |v| x sin θ

This will be either in vector form or in magnitude only.

We need one more vector to calculate it. Fortunately, it is easy to do. I will show it in detail in the main article. For now, we can also get Work/Energy having two vectors and an angle between them.

Work/Energy = Force * Displacement * cos θ

Or

W/E = F * ds * cos θ

This is a scalar quantity, so we will get just the number representing Energy/Work.

Here is the link to a short and good video on cross-product:

>>>   https://www.youtube.com/watch?v=C2nHuDNUW5o

And the dot-product video

>>>   https://www.youtube.com/watch?v=hho9a0_y7KY&t=148s

 

So, the first thing is done, getting an additional vector and calculating the force or the work/energy. The next thing is also easy but requires a lot of work. Before I go any further, I want to mention that neutrinos have mass and, as you will see, some kind of charge. It does not have to be an electric charge but you will see in the calculations that they are related to the electron g factor, which is, obviously, the magnetic force. 

The next step is obtaining the magnetic moment of each of the three main quarks, Up, Down, and Strange. Up-Quark and Down-Quark are the parts of proton and neutron. This is necessary to get the magnetic moment of a proton and neutron. More later in a separate Introduction.

Now, a word about what was written shortly before: 'Mathematical Theology'. The scan (Real and Imaginary) is performed using a value of ‘π / e’, however, this is just one of about ten constants in the army of transcendental theological transcendental constants, plus there are combinations of them. The calculated result is good, but I will also check other options. This will require a bit of work with FORTRAN. I want the results to be more 'elegant'.

Thank You, Sacred Heart of Jesus!

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