Dimensional Balancing

Dimensional balancing is a proposed extension to dimensional analysis in which dimensional consistency is maintained not only across equations but also through explicitly defined exponent profiles for fundamental and derived physical quantities. This framework assigns a three-dimensional exponent to mass, allowing novel insights into field interactions and relative force strengths, especially between gravity and electromagnetism. This method may provide a foundation for bridging quantum and relativistic regimes or aid in analyzing cosmological phenomena. This paper introduces the core definitions, applies them to various fields and constants, and outlines implications for unification.