The Physical Connection Between Topological Vortex Theory (TVT) and Point Defects (1)

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Posted 2025-10-17 05:37:51
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There exists a profound physical connection between Topological Vortex Theory (TVT) and point defects, primarily manifested in the following aspects:

1. Point Defects as Physical Carriers of Topological Vortices

Topological vortices are generated or annihilated at bifurcation points of a three-dimensional vector order parameter, with their cores manifesting as point defects in spacetime. These point defects are not only key factors in thermodynamic processes but also core structures in dynamical processes. For instance, the interaction between a topological vortex and an anti-vortex forms an unstable point defect system at the limit point, which subsequently influences the ground state structure of spacetime.

2. Symmetry and Topological Stability of Point Defects

TVT posits that the symmetry of point defects is determined by the order parameter of the topological vortex, and their stability originates from the conservation law of topological charge. During vortex nucleation, point defects at different scales (e.g., quantum scale, astrophysical scale) form through phase singularities and maintain topological stability via dynamic locking mechanisms. This stability explains why point defects can persist through phase transitions and dominate macroscopic physical behavior.

3. Association of Point Defects with Gravity and Quantum Fluctuations

The gravitation generated by topological vortices through point defects is regarded by TVT as the most primordial interaction force in the universe. The energy-momentum tensor of point defects acts as a source term for gravity, modifying the Einstein-Hilbert action and directly linking the Newtonian potential to topological charge density. Furthermore, point defects at the quantum scale (such as Majorana vortex states) provide topologically protected schemes for quantum computing through fractal entanglement and locking mechanisms.

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