Authors: Jeffrey S. Keen
Existing publications suggest that the smallest psi-lines have interesting but unquantified properties. Addressing this challenge is this paper’s objective. The following quantitative experiments demonstrate that psi-lines must be greater than a minimum length of 1.58 metres before they possess nodes. At this minimum length, the distance of the node, measured from the start of the psi-line, equals 0.79 metres i.e. at its centre. Psi-lines without nodes also have a minimum length, but this is slightly less at 0.74 m. This is approximately half the minimum length of psi-lines with a node, and hence cannot be a coincidence. An exponential equation is also discovered. All these findings are additional factors to help determine the structure of psi-lines.
Comments: 6 Pages, 2 Figures,4 Tables
[v1] 2017-09-25 01:41:33
Unique-IP document downloads: 25 times
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