Gravity as a Dynamic Quantum Energy Field: Explaining Gravity, Dark Matter, and Dark Energy — A Testable Theory

This paper presents the "Connecting Dynamic Field Theory" (CDFT), a theoretical framework with a dynamic quantum scalar field that demonstrates how gravitational phenomena, dark matter effects, and dark energy emerge directly from the kinetic and potential energy densities of this field, without the need to postulate invisible particles or structural singularities. The dynamic origin of the universe is described by a dimensionally consistent, non-linear kinetic gradient. Furthermore, the (CDFT) theory arrives at a rigorous observational signature in the decay rate of binary pulsars (piercing stars). We derive a unique quantum mass signature for the dispersion of gravitational waves. And we prove that this signature introduces a correction depending on the orbital frequency in the orbital decay equation, and the fundamental condition for its emergence as an "observed cumulative deviation" is in systems with wide orbits and low frequencies. And because this quantum correction factor is inversely proportional to the square of the orbital frequency, wide-orbit binary pulsars—such as the system PSR J0407+1607—significantly amplify this deviation. This formulation strictly predicts a slower orbital decay rate compared to General Relativity, which provides a direct and high-precision empirical test to isolate the effective quantum mass signature, and by substituting the extended orbital period of 669.1 days within these strict constraints, we directly deduce a precise bound for the effective coupling parameter falling within the order of magnitude of ten to the power of negative sixteen to ten to the power of negative seventeen per square second.