We present an exploratory unified framework based on the concept of nonequilib- rium energy derived from a scalar field D, representing the contribution of spacetime distortion within the Unified Field Framework (UFF). Matter is modeled as a fi- nite, axially-symmetric distortion of energy, with charge and space hypothesized to be dimensionally equivalent. This allows mass and charge to be combined into a single effective mass term, M = m − q(me/e), which is the sole quantity curving the unified field. Rather than instantaneous action-at-a-distance, force is modeled as arising from the superposition of a decaying unified wave (∝ 1/r) emitted by a central mass and a self-emitted wave from the affected object itself; equilibrium corresponds to a state where these wave contributions cancel and axial symmetry is preserved. Starting from the static master equation G = 0, the framework is extended to include velocity and magnetic-field terms (via B = reρv), yielding a general force expression that reproduces terms structurally resembling Newtonian gravity, Coulomb’s law, the Lorentz force, a mass–charge exchange term, and self-interaction contributions. A calibration at the Planck scale (D = 1, z = lp) recovers the Newtonian gravitational constant G = lpc 2/mp. We derive explicit expressions for the nonequilibrium energy E = zH and ap- ply them to nuclear fusion reactions and astrophysical accretion disks. The theory predicts that the field contribution Deff takes values in the range 1.24–3.09 for nuclear fusion (strong interaction regime) and approximately 8 × 10−6 for accre- tion disks (weak/gravitational regime), showing remarkable agreement with obser- vational data.