Abstract
We demonstrate that within the Fundamental Speed Theory (FST), every engine functions as a gravitational modulator by creating a directed gradient in the motion field, locally redefining the direction of gravitational fall. We extend this to a universal principle: every body possesses an effective gravitational constant $G_{\text{eff}}$ and modifies the $G_{\text{eff}}$ of nearby bodies through its kinetic energy density. The required orbital velocity is derived from first principles, and the formula for $G_{\text{eff}}$ is validated against the Sun to within 4.2%. Using Earth's Moon and Phobos as calibration points, we obtain a linear relation between the velocity deficit and the recession rate, with a critical threshold of -97.5%. Applied to 26 moons across six planetary systems, the model predicts that 25 out of 26 moons are receding, including Triton (+7.0 cm/yr), challenging classical tidal theory. We further outline a unified calibration hierarchy extending the framework to planets (Mercury's perihelion shift), stars (S2's Schwarzschild precession), and interstellar objects (3I/ATLAS). Appendix M provides a finite-lag mechanism explaining why planets do not spiral inward. FST explains seven distinct phenomena with a single principle: the modification of $G_{\text{eff}}$ by organized motion. All predictions are falsifiable through astrometric monitoring and laboratory tests.



![Author ORCID: We display the ORCID iD icon alongside authors names on our website to acknowledge that the ORCiD has been authenticated when entered by the user. To view the users ORCiD record click the icon. [opens in a new tab]](https://www.cambridge.org/engage/assets/public/coe/logo/orcid.png)