Caveman Orbital Mechanics: A Dual-Narrative Reconstruction of Prehistoric Escape Velocity Engineering

This deposit contains two complementary documents: 1. **The Caveman Who Invented Orbital Mechanics** — a dual-voice scientific epic reconstructing the mythic and mechanical journey of a prehistoric individual attempting lunar escape using only caveman-era materials: a log, a pivot stone, a boulder, and a cliff. The narrative is interwoven with rigorous physics, blueprint-style diagrams, and an open-ended archaeological conclusion. 2. **Caveman Orbital Mechanics – Technical Compendium** — a full calculus-based supplement detailing the underlying physics: - Escape velocity derivation - Energy transfer in the seesaw system - Lever mechanics - Vertical trajectory equations - Atmospheric drag differential equations - Heating and ablation models - Structural stress limits - Biomechanical G-force constraints - Parameter scaling analyses The central “Big rock equation” governing the Moon-Thrower system is: \[m_b g h = \frac{1}{2} m_c v^2\] This relation defines the idealised energy transfer from a falling boulder to the caveman’s launch velocity, forming the backbone of the prehistoric escape-velocity analysis. This repository upload features an interactive 3D WebGL visualiser built with Three.js that models the primordial dynamics of the Caveman Orbital Mechanics ("Moon-Thrower") test rig. The single-file application dynamically computes and renders real-time scientific telemetry—including boulder mass scaling, cliff height parameters, and impact velocity equations rendered via KaTeX—simulating a prehistoric lever apparatus designed to launch a caveman into high-velocity orbital trajectories. Keywords and Subjects:Prehistoric engineering; escape velocity; orbital mechanics; energy transfer; lever mechanics; atmospheric drag; shock heating; structural stress analysis; G‑force biomechanics; primitive technology; catapult physics; gravitational potential; kinetic energy; nonlinear differential equations; trajectory modelling; caveman narrative reconstruction; archaeo‑physics; mythic scientific storytelling; boulder‑drop launch systems; seesaw impulse mechanics; parameter scaling; calculus‑based derivations; experimental archaeology; conceptual aerospace history; proto‑mathematics; lunar ascent modelling; open‑ended mythography. Contact: For enquiries or research questions related to this work, email [email protected]