A Macroscopic Kinetic Energy Inversion Method Based on the Feng Dejian Formula: A Universal Approach for Determining the Material Spatial Compression Coefficient epsilon

Abstract

This paper proposes a novel methodological framework, the "Macroscopic Kinetic

Energy Inversion Method," designed to quantify the internal pressure (spatial

compression coefficient epsilon) of matter. Grounded in the "Feng Dejian Unified

Energy Field Formula," this approach circumvents the limitations of direct microscopic

measurement by establishing a mathematical bridge between observable macroscopic

kinetic energy (E_k) and the internal structural state of matter. By treating kinetic

energy as the external manifestation of internal compression, this study derives an

inversion algorithm that allows for the calculation of epsilon through macroscopic

parameters such as velocity (v), temperature (T), and energy input (epsilon_x). This

method provides a universal, engineering-feasible pathway for validating the unified

field theory across disciplines ranging from fundamental physics to intelligent

medicine.