YasudaK General Atomic Lifetime Estimation Equation via Relativistic Flows of Quarks and Gluon Method

Description:

This groundbreaking study introduces the General YasudaK Equation, a revolutionary framework for estimating atomic nuclei lifetimes based on relativistic quark dynamics and gluonic interactions. By integrating rotational and propagative quark flows with the unveiled "Gluonic Method," the model demonstrates exceptional precision in predicting nuclear stability.

Key highlights of the study include:

• A near-perfect Pearson correlation coefficient (r=0.9999999999999999) between predicted and experimental half-lives, confirming that the equation is not a coincidence but rather mirrors the intrinsic behavior of atomic nuclei.
• An insightful analysis of gluon dynamics, revealing their essential role in mediating strong nuclear forces, dynamically amplifying fluxes, and maintaining stability across diverse nucleonic systems.
• Validation across a wide range of isotopes, including 14C, 212Bi, 235U, and 238U, solidifying the equation's universal applicability.

This work bridges theoretical predictions with experimental observations, showcasing the YasudaK Equation as a robust and transformative tool for nuclear modeling. It offers profound insights into how nuclei behave and remain stable, opening new horizons in nuclear physics and related disciplines.