The Structure of Space and its Impact on Interplanetary Travel and Answers to Fundamental Cosmological Questions

N. Sobolewska, Joanna Paulina Sobolewska, Marek Juliusz Sobolewski, M. Sobolewski, D. Sobolewski
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Abstract

The article presents the far-reaching implications of the theory entitled "Theory of Space" (Sobolewski D. S., Theory of Space, 2016) (Sobolewski D. S., Theory of Space, 2017) (Sobolewski D. S., Theory of Space, 2022 - new unpublished edition) and of the publication "New Generations of Rocket Engines" (Sobolewska, Sobolewska, Sobolewski, Sobolewski, & Sobolewski, 2021). Among others, it presents the shape of curved space in E4 for selected planets of the solar system and the Sun, taking into account boundary hypersurfaces  and gravitational interactions. The existence of space tunnels was analysed and the perspective of new technologies enabling interplanetary travel was outlined. Furthermore, due to the revealed structure of space, cosmological issues including the existence of other Universes and possible effects of their interactions are addressed. The constant Gdańsk was also introduced GGdańsk which, together with the introduced equation, makes it possible to determine the maximum immersion depth of an astronomical object of mass M.
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空间结构及其对行星际旅行的影响以及对基本宇宙学问题的回答
本文介绍了题为“空间理论”的理论(Sobolewski博士,空间理论,2016年)(Sobolewski博士,空间理论,2017年)(Sobolewski博士,空间理论,2022年-新的未出版版本)和出版物“新一代火箭发动机”(Sobolewska, Sobolewska, Sobolewski, Sobolewski, Sobolewski, & Sobolewski, 2021年)的深远影响。其中,在考虑边界超曲面和引力相互作用的情况下,它展示了太阳系和太阳的选定行星在E4中的弯曲空间形状。对空间隧道的存在进行了分析,并概述了实现星际旅行的新技术的前景。此外,由于揭示了空间的结构,宇宙学问题,包括其他宇宙的存在和它们相互作用的可能影响被解决。还引入了常数Gdańsk GGdańsk,它与引入的方程一起,使确定质量为M的天体的最大浸入深度成为可能。
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