Geometrization of Physical Quantities: A Modification of Bartini's LT-System Based on the Inverse 3/2 Law

This paper presents a modification of Roberto Oros di Bartini’s LT-system of dimensional physical quantities. By introducing the geometric Inverse 3/2 Law — a direct geometric interpretation of Kepler’s Third Law — the author completely decouples the intrinsic geometry of a body from the temporal dynamics of its orbital field. Mass is expressed purely in spatial terms as M = 4π²R³ (dimension L³), fully removing time (T) from its dimensionality. Energy and the gravitational parameter remain in the shared L³T⁻² cell. The work revises the LT-dimension table, introduces the concept of “constructive mutations” (coefficients that do not change dimensionality), and demonstrates the law’s applicability across scales — from celestial mechanics to the microworld (effective volume and isotopes). Particular attention is paid to the open architecture of the LT-matrix: several cells remain vacant, representing evolutionary degrees of freedom for future physical synthesis. Open questions regarding temperature, electricity, and resistance are formulated within the same geometric framework. This approach returns physics to its minimal geometric foundation: two fundamental parameters (R and T) and one universal law, offering a pathway toward a more unified and geometrically transparent description of physical reality.