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מידע ביבליוגרפי
מחבר ראשי: Kazlauskas, Danijus
פורמט: Recurso digital
שפה:אנגלית
יצא לאור: Zenodo 2025
נושאים:
גישה מקוונת:https://doi.org/10.5281/zenodo.18003021
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author Kazlauskas, Danijus
author_facet Kazlauskas, Danijus
contents <p>This document records a series of strict projection-layer invariance tests applied to planetary orbital data (Earth, Jupiter, Saturn, Neptune).</p> <p>For each planet, the same structural relation<br>ε = v² / (r · S)<br>is evaluated in two different projection formats for r:</p> <ul> <li> <p>astronomical units (AU),</p> </li> <li> <p>light-time seconds.</p> </li> </ul> <p>A mandatory rescaling rule is applied:<br>when the projection format of r changes by a factor X, the corresponding S value is rescaled by 1/X.</p> <p>All calculations close numerically to ε = 0.50 in both projection formats, reproducing the same observed orbital velocities without introducing any additional assumptions, constants, or alternative equations.</p> <p>This document contains calculations only.<br>No interpretation, no physical explanation, and no theoretical extension is introduced.</p> <p>The file includes the full <strong>IRCH Public Research License 1.0</strong>, which governs all use of this work.</p>
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language eng
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record_format zenodo
spellingShingle OS System / ε Model Chaper 18 ( update earth distance ) - Projection Invariant Tests: AU vs Light-Time Closure (Earth–Neptune)
Kazlauskas, Danijus
projection invariance
orbital dynamics
AU vs light-time
structural balance
planetary orbits
Celestial Mechanics
Planetary Science
Orbital Dynamics
Classical Mechanics
Computational Physics
Numerical Analysis
Space Science
Danijus Kazlaukas
universe
universe model
projection
planets
Astrophysics
light time
distance
<p>This document records a series of strict projection-layer invariance tests applied to planetary orbital data (Earth, Jupiter, Saturn, Neptune).</p> <p>For each planet, the same structural relation<br>ε = v² / (r · S)<br>is evaluated in two different projection formats for r:</p> <ul> <li> <p>astronomical units (AU),</p> </li> <li> <p>light-time seconds.</p> </li> </ul> <p>A mandatory rescaling rule is applied:<br>when the projection format of r changes by a factor X, the corresponding S value is rescaled by 1/X.</p> <p>All calculations close numerically to ε = 0.50 in both projection formats, reproducing the same observed orbital velocities without introducing any additional assumptions, constants, or alternative equations.</p> <p>This document contains calculations only.<br>No interpretation, no physical explanation, and no theoretical extension is introduced.</p> <p>The file includes the full <strong>IRCH Public Research License 1.0</strong>, which governs all use of this work.</p>
title OS System / ε Model Chaper 18 ( update earth distance ) - Projection Invariant Tests: AU vs Light-Time Closure (Earth–Neptune)
topic projection invariance
orbital dynamics
AU vs light-time
structural balance
planetary orbits
Celestial Mechanics
Planetary Science
Orbital Dynamics
Classical Mechanics
Computational Physics
Numerical Analysis
Space Science
Danijus Kazlaukas
universe
universe model
projection
planets
Astrophysics
light time
distance
url https://doi.org/10.5281/zenodo.18003021