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| Format: | Recurso digital |
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Zenodo
2025
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| Online Access: | https://doi.org/10.5281/zenodo.17926587 |
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Table of Contents:
- <p><span>In this paper, based on the Future Note Theory (FNT), we present a conceptual design framework for next-generation transportation systems, namely Dark Matter (DM) linear motor vehicles and Interstellar Trains, utilizing localized control of gravitational direction and inertia.</span></p> <p> </p> <p><span>Conventional linear motor transportation systems are designed on the assumption of fixed physical parameters, including magnetic levitation and propulsion, constant inertia, aerodynamic drag, and frictional forces. As a result, such systems face inherent limitations in compensating for subtle mechanical loads that arise under ultra-high-speed operation and extreme operational conditions.</span></p> <p> </p> <p><span>Within the framework of the Future Note Theory, gravity and inertia are not treated as fixed physical quantities but are instead understood as variable phenomena dependent on local environmental conditions and the flow state of dark matter (DM). This perspective allows, in theory, for the control of gravitational vectors in accordance with vehicle direction, curves, and gradients through localized manipulation of DM flow pathways, as well as for the dynamic adjustment of vehicle inertia. Consequently, a foundational framework is established in which frictional losses, lateral oscillations, and acceleration-induced loads can be minimized, while simultaneously achieving high-speed operation, energy-efficient performance, and enhanced passenger safety.</span></p> <p> </p> <p><span>This paper presents conceptual models for propulsion, braking, lateral stability, vibration suppression, and curve-navigation control based on localized gravity and inertia design. It is demonstrated that mechanical loads and subtle dynamic effects under extreme operating conditions—previously requiring separate corrective measures in conventional models—can be analyzed and designed in an integrated manner within this framework. Through this approach, a theoretical design methodology for next-generation high-speed transportation systems, including DM linear motor vehicles and Interstellar Trains, is clarified. Furthermore, the applicability of this framework is not limited to terrestrial environments, and potential extensions to transportation systems operating under different gravitational conditions, such as on the Moon or Mars, are also suggested.</span></p> <p> </p> <p><span>Overall, this paper provides a new conceptual design framework for high-speed transportation systems that does not rely on fixed mechanical or gravitational analyses, but instead integrates localized and dynamic gravity and inertia control as explicit design parameters, thereby enabling theoretical optimization of performance and safety.</span></p>