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04 Feliz II the Prudent: Probability Radial Closure with High Order Variable CF

Javier Silvestre

Published Dec 1, 2017• 0 citations
OpenAlex

Abstract

Electronic extreme Probability (Pi) as orbital turn time [3] is obtained with its orbital circumference (ci) [2] divided by its velocity (vi) [1]. Regardless of PEP, whether 1 for 1s Hydrogen or 2 for rest, is verified that First Feliz Solution and its variable CF with first-order approximation changes monotonous PA increase when rA increases [3]. Probability radial closure objective is achieved by using Second Feliz Solution with high order variable CF (Theoretically to order infinite). Second Feliz Solution factors importance is studied and its relationship with d, division in which electronic extreme is found, is checked. As consequence, variable CF behaviour differs to division near 1, intermediate and high. This is 4th article of 24 dedicated to atomic model based on Victoria equation

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Electronic extreme Probability (Pi) as orbital turn time [3] is obtained with its orbital circumference (ci) [2] divided by its velocity (vi) [1]. Regardless of PEP, whether 1 for 1s Hydrogen or 2 for rest, is verified that First Feliz Solution and its variable CF with first-order approximation changes monotonous PA increase when rA increases [3]. Probability radial closure objective is achieved by using Second Feliz Solution with high order variable CF (Theoretically to order infinite). Second Feliz Solution factors importance is studied and its relationship with d, division in which electronic extreme is found, is checked. As consequence, variable CF behaviour differs to division near 1, intermediate and high. This is 4th article of 24 dedicated to atomic model based on Victoria equation
Electronic Extreme Probability (Pi), defined in [3] as quotient between orbital circumference (ci) [2] and velocity (vi) [1], includes CF from being constant to variable. Initially, variable CF is 1-order [3] to become in high-order (theoretically up to order infinite) achieving probability radial closure [4]. If probability radial closure is achieved by Second Feliz Solution [4], now arrival at orbital geometric limit and orbital volume filling are acquired with CPOTI coefficient of Third Feliz Solution. These actions are performed by radial probability distribution curve that is kept constant. Finally, a method by trial and error is included to find orbital geometric limit. This is 5th article of 24 dedicated to atomic model based on Victoria equation (Articles index is at end).
To the absence of repulsion inter electronic by charge saturation (P04) [1], relation between electrons is added in this article. This relationship conditions ionization energies (birth energies or Eo). After several ideas, relation developed is based on coupling between electrons probability. Electron Probability is introduced based on electron orbital turn time. Firstly, electron probability is defined according to division and radial distance. Variable Compaction Factor or First Feliz Solution is included to correct rising probability with the distance. Finally, electron Probability with Variable Compaction Factor is compared to current orbital representation.
This is 8th article of 24 dedicated to atomic model based on Victoria equation (Articles index is at end). A and B Electronic Extremes Probability (Pi) curves with Geometric NIN Coupling (GNC) and Probabilistic NIN Coupling (PNC) are studied in n=2 quantum number. CPEP , CPOTI and z data [7] are used. Hi vs. ci is represented in GNC and Pi vs. ri in PNC. Maximum Pi is calculated with ri variation of 0,1 pm and compared with references. Finally, by way of example, Nitrogen outermost electron is represented both when reaches CPOTI angular limit (CPOTI-AL) and for lobe always growing (LAG) [5].
Following postulates focus application on atomic electrons which, by balancing and swinging of electronic extremes around pivot or initial position, achieve electron cloud with specific positions and momentums and always maintaining initial energy with electronic extremes energy sum (equi-energetic state or ES). First Victoria Equation applications serve to make an initial approximation to atomic radius, to show 2 electronics extremes radial distribution from which velocities and momentums are derived, as well as to know nuclear radius distance and energy of both electronic extremes as function of parameter called birth wavelength division.
This is last article of 24 dedicated to atomic model based on Victoria equation (Articles index is at end).CPOTI-AL-d→∞ evolution with Z is carried out in this article where CPOTIAL-d→∞ is CPOTI anular limit when d→∞ and Z is atomic number. ain axis is CPOTI-ALd→∞ for 1s electron and relativistic relation existence that can justify its behaviour. Two final acts present so-called matter surprise and relation of remaining OES with initial OES for all: 1s OES. OES (origin electronic system) are all ns electrons and origin of all is 1s [1,12]
This is 6th article of 24 dedicated to atomic model based on Victoria equation (Articles index is at end). Fourth Feliz Solution is exposed to justify electron lobes magnitudes (z, MON or CPOTI) that can be in n principal quantum number by means of NIN (negative in negative) concept extension. First electron that exists in a new n principal quantum number has origin role with respect to other electrons that are later incorporated (P34) in this NIN concept extension. This origin electron is defined by electronic system that gives rise to other electronic systems of this same n number (P35 and P36). Origin electron MON values are included in P37 and P38 with first relations between them and equation that allows to obtain MON for No Origin electrons is defined in P39. Probability coefficient that relates two electrons is released (P42) and, together with MON (P39), z (P41) and CPOTI (P43) couplings, serve to Probability curves coupling.