Solar Nuclear Fusion Force Field Equation

This paper proposes a unified theoretical model connecting macroscopic planetary motion with microscopic atomic structure, based on the energy radiation from solar nuclear fusion. Using the equivalent mass areal density (\(\:{M}_{P}\)) as a core parameter, establish an extended form of the mass-energy equation (\(\:E=S{M}_{P}{C}^{2}\)). From this foundation, systematically derive the gravitational forces and solar constants for planets within the solar system. The results reveal a clear quantitative relationship between a planet’s orbital kinetic energy and the solar radiation energy received at its orbital position. Extending the theory to microscopic systems yields a refined electron radius of r _e ≈ 2.4960388×10 ⁻¹⁷ m, along with derivations of the Rydberg energy and the Bohr electron orbital radius. The model suggests that solar radiation particles act as a fundamental medium for gravitational transmission and atomic structure formation. At the macroscopic scale, these particles maintain planetary orbital stability through kinetic energy transfer, while at the microscopic scale, they dynamically regulate electron orbital configurations. This unified framework offers a potential new pathway for integrating gravitational and electromagnetic interactions.