Overview
This work presents a theoretical framework in which space is described as a dynamic geometric structure shaped by the directional organization of matter. In this model, matter possesses internal directional strings that define its potential dimensions. When these strings reach high levels of mobilization or saturation, the surrounding geometry reorganizes, producing measurable effects such as contraction, stretching, and displacement of space.
Black holes provide the most extreme natural expression of this directional behavior. Their high rotational speeds and maximal directional saturation generate large‑scale geometric currents capable of transporting both space and matter. This perspective offers a reinterpretation of gravitational phenomena as directional displacement rather than classical force interaction.
The concept of directional propulsion explored in this work is based on the possibility of reproducing, in a controlled and localized manner, the same geometric dynamics observed around black holes. By examining the behavior of dense matter configurations (SMDs) and their ability to generate directional gradients, this document proposes a pathway toward propulsion mechanisms that operate by transporting space itself rather than moving through it.
The goal of this study is to establish the theoretical foundations of directional propulsion, highlight its correspondence with black hole dynamics, and outline how these principles could be miniaturized and applied to advanced propulsion systems.
