Superluminal Physics Beyond Speed of Lig

This book proposes a groundbreaking hypothesis that there exists no fundamental speed barrier for any physical entity, thereby suggesting a framework for extending classical and relativistic physics into the realms of Superluminal Physics and Instantaneous Physics. The authors investigate the phenomenon of quantum tunneling and the Hartman effect, positing that tunneling time is independent of barrier width, which yields seemingly superluminal results. A novel interpretation of the Hartman effect is proposed, indicating that it represents the multivaluedness of solutions to the Schrödinger equation, allowing a quantum entity to exist in multiple locations simultaneously and appear to tunnel instantaneously. To elucidate this superluminal effect, the book examines soliton tunneling with a focus on the Falaco soliton, an exact solution to the three-dimensional Navier-Stokes equations. This work aspires to develop a general theory, the S-Multispace Theory, capable of unifying physics across subluminal, relativistic, superluminal, and instantaneous speeds, paving the way for alternative methods of deep space and interstellar travel beyond traditional concepts like the Alcubierre warp drive or wormholes in General Relativity.