Chris Monk Sellye
Everything in the following scientific visualization was created using simulated light refraction, diffraction / waveform constructive and destructive interference distribution patterning. The only thing being animated in the model is the camera on a circular path focused on the model, everything else is refraction.
It is based upon Terrence Howard's lattice geometry and ideas found in his interactive book @tcotlc.com and specifically is using the sculpture he calls the "Hero" piece as it's refractive core as well standing waves on spheres arranged in accordance with Terrence's "Lynchpin" configuration as per his patent. PATENT US 10,556,189 B2 - T. Dashon Howard USA.
It accurately reproduces and predicts quantum dot / quantum field distribution observed in field ion microscopy experiments performed by Müller in 1951. Through his sculpture and scientific visualization, Terrence has successfully and accurately described the atom, electromechanics, fluid mechanics / cymatics, the classical and quantum waveform field lattice of fundamental absolute space time itself including planetary resonant harmonics and natural growth morphologies which self organize into resonant form. It is truly unified field, geometrical, first order proof of the fractal quantum mechanical behavior of the EMF spectrum i.e. time dependent light itself.
https://claimparse.com/patent.php?patent_num=10556189
US PATENT NO. 10,556,189
SYSTEMS AND METHODS FOR ENHANCED BUILDING BLOCK APPLICATIONS
Patent No.10,556,189 Issue Date February 11, 2020
Title Systems And Methods For Enhanced Building Block Applications
Inventor-ship T. Dashon Howard, Lafayette Hill, PA (US)
OG Publication Main Text PDF
CLAIM OF US PATENT NO. 10,556,189
1. A fluid-responsive substantially rhombohedral building block comprising:a first group of three substantially diamond-shaped surfaces, each of the three substantially diamond-shaped surfaces having four concave edges and four vertices, the three surfaces joined at a first common vertex and along a first group of common adjacent edges; and a second group of three substantially diamond-shaped surfaces, the second group substantially congruent to the first group, the second group joined to the first group along a second group of common adjacent edges;
wherein the joining of the first group to the second group results in each of the substantially diamond-shaped surfaces forming six concave substantially identical surfaces;
and wherein each of the six concave substantially identical surfaces face an exterior direction.
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