Difference between revisions of "Magic Numbers Derivation from Variable Phase Nuclear Model"

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==Abstract==
 
==Abstract==
  
A physical model based on a simplex structure is used to describe the nuclear structure. The paper details how one may easily obtain mathematical sequences, based on hyper dimensional geometry, for all known nuclear magic numbers. It also shows that mass has both real and imaginary components, as described in the variable phase nuclear model, a concept that would eliminate various anomalies present in the standard model. This model is supported by experimental results by the same author.[[Category:Scientific Paper]]
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A physical model based on a simplex structure is used to describe the nuclear structure. The paper details how one may easily obtain mathematical sequences, based on hyper dimensional geometry, for all known nuclear magic numbers. It also shows that mass has both real and imaginary components, as described in the variable phase nuclear model, a concept that would eliminate various anomalies present in the standard model. This model is supported by experimental results by the same author.
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[[Category:Scientific Paper|magic numbers derivation variable phase nuclear model]]

Latest revision as of 10:39, 1 January 2017

Scientific Paper
Title Magic Numbers Derivation from Variable Phase Nuclear Model
Read in full Link to paper
Author(s) Xavier Borg
Keywords Magic numbers, nuclear model, electromagnetic mass, tetrahedral nucleus, dimensions
Published 2006
Journal General Science Journal
No. of pages 16

Read the full paper here

Abstract

A physical model based on a simplex structure is used to describe the nuclear structure. The paper details how one may easily obtain mathematical sequences, based on hyper dimensional geometry, for all known nuclear magic numbers. It also shows that mass has both real and imaginary components, as described in the variable phase nuclear model, a concept that would eliminate various anomalies present in the standard model. This model is supported by experimental results by the same author.