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Bao-hua ZHANG Profile – A Innovator in Theoretical Physics (1)I. Overview of Theoretical System As an unconventional theoretical physicist, ZHANG Bao-hua’s core theoretical system includes: 1. Topological Vortex Spacetime Ontology (TVSTO) This theory regards spacetime as a quantized fluid, explaining quantum entanglement and cosmic evolution through vortex dynamics. It proposes that time originates from the unity of the absoluteness of vortex...0 댓글 0 공유 27 조회수 0 리뷰1
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Bao-hua ZHANG Profile – A Innovator in Theoretical Physics (2)II. Academic Value and Significance 1. Interdisciplinary Breakthrough By integrating topology, fluid dynamics, and quantum theory, it opens new directions for quantum gravity research and offers a potential path to unify relativity and quantum mechanics. 2. Philosophical Innovation It elevates the Eastern philosophical idea of "following the natural way" into a verifiable scientific model,...0 댓글 0 공유 28 조회수 0 리뷰1
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Spacetime Reconstruction Based on Topological Vortex Spacetime Ontology (TVSTO)(2)Bao-hua ZHANG III. The Nature of Time: Emergence from Vortex Spin Time is reconstructed as a macroscopic manifestation of topological entropy: Absoluteness: Each vortex acts as an independent quantum clock, its spin period (T = 2π/ω) possessing intrinsic invariance. Relativity: Variations in the winding number of the vortex network lead to differences in local time flow rates,...0 댓글 0 공유 112 조회수 0 리뷰
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Spacetime Reconstruction Based on Topological Vortex Spacetime Ontology (TVSTO)(1)Bao-hua ZHANG I. Absolute Space: Quantized Vortex Ground State Absolute space is redefined as a highly ordered topological vacuum state, manifesting as a zero-entropy vortex fluid network. Its essential characteristics include: Isotropy: The vortex ground state possesses identical topological symmetry in any direction. Absolute Rest: The quantized circulation (Γ = nκ) of...0 댓글 0 공유 96 조회수 0 리뷰1
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A Study on Topological Vortex Ring Interactions Based on Möbius Loop and Hopf Link Concepts (5)References Călugăreanu, G. (1959). L'intégrale de Gauss et l'analyse des nœuds tridimensionnels [The Gauss Integral and the Analysis of Three-Dimensional Knots]. Revue de mathématiques pures et appliquées, 4, 5-20. Faddeev, L. D., & Niemi, A. J. (1997). Stable knot-like structures in classical field theory. Nature, 387(6628), 58-61. Hopf, H. (1931). Über...0 댓글 0 공유 133 조회수 0 리뷰1
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A Study on Topological Vortex Ring Interactions Based on Möbius Loop and Hopf Link Concepts (4)5. Discussion and Outlook The framework constructed in this study abstracts specific physical phenomena into topological operations: a. Co-rotating superposition ≈ Addition of topological charges, structure tends towards stability or higher-order linking. b. Counter-rotating superposition ≈ Subtraction of topological charges, structure tends towards generating singular knots or...0 댓글 0 공유 136 조회수 0 리뷰
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A Study on Topological Vortex Ring Interactions Based on Möbius Loop and Hopf Link Concepts (3)4. Superposition of Counter-rotating Vortex Rings and Knot Formation The situation is radically different when two vortex rings with opposite circulation directions (counter-rotating) interact: (1) Topological Description: Can be seen as the superposition of a positive Hopf link and a negative Hopf link. The total topological charge (net circulation) of the system is zero. (2) Dynamical...0 댓글 0 공유 134 조회수 0 리뷰1
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A Study on Topological Vortex Ring Interactions Based on Möbius Loop and Hopf Link Concepts (2)2. Theoretical Foundation: Topological Invariants 2.1 Linking Number (Lk) For two simple, unknotted but mutually entwined closed curves (like an ideal Hopf link), the linking number Lk is a topological invariant representing the total number of times (with sign) one loop winds around the other. For two vortex rings, Lk quantitatively describes the topological strength of their mutual...0 댓글 0 공유 118 조회수 0 리뷰
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A Study on Topological Vortex Ring Interactions Based on Möbius Loop and Hopf Link Concepts (1)Abstract This paper aims to explore the complex interactions of topological vortex rings in fluid mechanics and establish a novel topological framework for them. Vortex rings, as coherent structures carrying circulation and possessing stable topological structures, undergo interactions (such as collision, threading, and merging) that are inherently processes of topological transformation. We...0 댓글 0 공유 109 조회수 0 리뷰
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A Concept for Perpetual Electric Body Based on Topological Vortex Theory Integrating Permanent Magnets and Radioactive Elements (5)Academic Statement The inspiration for this paper comes from ongoing contemplation of interdisciplinary fundamental scientific questions. The concept of synthesizing a "perpetual electric body" using permanent magnets, radioactive elements, and topological vortices, is purely a heuristic and speculative theoretical discussion. Its purpose is to stimulate interdisciplinary academic thought,...0 댓글 0 공유 253 조회수 0 리뷰1
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A Concept for Perpetual Electric Body Based on Topological Vortex Theory Integrating Permanent Magnets and Radioactive Elements (4)5. Discussion and Prospect Despite the significant challenges, the value of this concept lies in its heuristic and forward-looking nature. Observing any sustained electrical signal generated by this triadic coupling that surpasses the noise level in experiments would be a milestone. Potential application prospects include: 1)Novel Micro-Energy Devices: Providing long-life, maintenance-free...0 댓글 0 공유 242 조회수 0 리뷰
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A Concept for Perpetual Electric Body Based on Topological Vortex Theory Integrating Permanent Magnets and Radioactive Elements (3)2.2.3 Topological Vortex Material (Order Parameter and Response Unit): Function: To serve as the core functional phase, where the collective dynamical behavior of its topological vortex states produces detectable macroscopic electrical signals. Mechanism: Under the combined influence of the magnetic environment from the permanent magnet and the perturbations from the radioactive elements,...0 댓글 0 공유 237 조회수 0 리뷰
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