1. # On Angular Quantization

One of the not so obvious facts about GUCTP are that classically there is no reason to quantize the angular moment for the electron. The kind of obvious answer to this is that implicitly we must add something to the classical theories in order to do that and do that …

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2. # On the Stern Gerlach experiment

The start of the discussion can be taken from the very nice Wikipedia article, [Stern Gerlach][https://en.wikipedia.org/wiki/Stern%E2%80%93Gerlach_experiment] The basic thing to note is the quote,

" If the particle is treated as a classical spinning magnetic dipole, it will precess in a …

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3. # On Quantum Slit Experiments

One of my colleagues are a magician and I love talking with him about magic tricks and it is clear that we as humans are easily fooled by magic tricks and it is a delight to try bust the trick and figure out how it is done. My general rule …

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4. # On the stability of Mills GUTCP orbit sphere

One of the most common critique against GUTCP's orbit sphere are that it can't be stable because the electrons in the shell will explode if you put electrons in a sphere although the perfect sphere would be stable. Any small deviance from it will make it go boom. So I …

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5. # On Modeling the electron loop and the origin of mass

Thanks to u/kmarinas86 inspiration for looking at the electron loops as a solenoid. I did take the challenge to try make some more rigorous notations about that model. Please take this model and try improve on it.

Consider modeling the electron loop that represented by a solenoid torus where …

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6. # On The Fine Structure Constant

We have the following numerology,

$$a_1 = \alpha = 0.007297352569311,$$

and,

$$1/a_1 = 137.03599908348923,$$

and,

$$a_2 = 1 - 137*\alpha = 0.0002626980043929361,$$

and,

$$1/a_2 = 3806.6524422630514,$$

and,

$$a_3 = 1 - 3806*a_2 = 0.00017139528048515373,$$

and,

$$1/a_3 = 5834.466370190515,$$

and,

$$a_4 = 1 - 5834 … read more 7. # On The Electron and Photon One interesting thought experiment that will gain you a lot of insight is to boost the hydrogen action close to the speed of light and then take the limit. So you do a Lorenz transformation. This will result in a time dilation and a length contraction. Interestingly the photon field … read more 8. # On Hydrinos To understand this post in details, you need to read the following sub post and study them. I'll discuss this in the redit r/hydrino if you have some physical understanding you should be able to understand what Mills is doing with his approach to GUTCP and the novel compound … read more 9. # On Quantum Mechanics in First part of Bohr Sommerfeld analysis we show that we can by scaling $$m \to cm$$, $$p\to cp$$, $$W \to W, n_{\phi} \to n_{\phi}, n_{r} \to n_{r}$$ and $$e \to e$$ (for the electron part) reproduce the same Bohr Sommerfeld model and the to … read more 10. # On The Bohr Sommerfeld Model One of the amazing classical models out there is the Bohr Sommerfeld Model It's basically a classical relativistic model for a point electron assuming quanta-sized momenta of $$n h$$. Oh well, you may say, what's about it. Well the energy values that are produced are exactly those of Dirac's QED … read more 11. # Helium Energy levels II I will start by first do a retake of getting the energy levels of Helium. The idea is that for helium we have two spherical shells at the same radius. Each of them has a B-field where the component of the vector that gives and internal field is the radial … read more 12. # Helium Energy levels The question is if we can find an alternative derivation of the ground state for the hydrogen atom then Bohr and especially Mills GUTCP. Now Mills indicate that this is due to a tilt of $$\theta = \pi/3$$ radians. The idea here now is to look at two circles that … read more 13. # On Ensembles of Particles Following The Bohr Sommerfeld Model In the previous blog post about the Bohr Sommerfeld model we noted that we can generate the same eigenvalues if we use a probability measure $$\mu$$ such that essentially$$ \int u(x-y)\mu(dy) 

That is a convolution. This will result in a distribution of mass in space and we …

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14. # Klein Gordon and the Bohr model

We will derive an alternative way modelling Hydrogene like atoms or ions, at least for simple energy levels, using the classical relativistic quantum mechanics as building block and show that they produce Energy level estimates as well as indicating a connection to more classical approaches like the Bohr model and …

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15. # Non Radiation

Previously we saw that it's possible to define an electron as a set of great circles on the sphere and for this model conjecturing that the resulting angular momentum is as much as possible, but maintaining a uniform density has the propert that if we put that this angular momentum …

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16. # A deep question

Executive summary This question is about covering a sphere with great circles so that the resulting density is uniform and that if we for each circle associate a normal vector, then the magnitude of the sum of them would have an upper limit of 1/2. This has a bearing …

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