Matinga Valence - Chemical Valences & Atomic Spectrum Quantification

Example 1

In the example, above, there are distinctively 7 valences or orbits or energy bands, represented by dotted lines (energy levels) and the 7 intersecting angles of Pi. The ratio comes a circumference of 22 to diameter of 7. Pauli's Principle is seen in the mirroring of the 7 series distrribution below the upper distribution.

The bands each each have an orbital series which is self-similar in repeating a similar pattern once, for the filling of the period table, in Chemistry. The nucelar distribution pattern is echoed at the chemical or electron field level.

It all should go some great way to deciphering spectral lines in chemical photospectrums - i.e. emission and absorption spectrums. See Xerqon's Natural Distribution Function (effectively squared distribution) and replace it with the similar alternative for the positive independent values only,

A = x ^ ( 1/2 )

Other valences are almost certainly fillable in an unstable configuration. They form transitions associated with the photoelectric effect, in magnitude of the electron fields of any given atom. Those fields or spherical event horizons are toroids, and they are sphrical in monoatomic molecules (atoms, in physics).

In simple structure, the orbital shapes which chemistry has identfied are atomic event horizon distortions arising from the mutual dipolar attraction of the outer atoms to the inner atom. Two outer atoms will distort to two equidistant teardrop shapes. Four will form a tetrahedron.

One will atom will orbit its partner atom, where both are teardrop shaped, with the point at the inner-most ends. Their sizes will be reflective of their atomic densities. Three will form two teardrops repelling each other equidistantly, with the third also equidistant as an equatorial orbiting toroid - in that case a torus, specifically.

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