Yuanji Field Theory: Native Reconstruction of Quantum Effects from Continuous Field

Based on the axiom system of Yuanji Field Theory, this paper takes the continuous elastic transverse wave field that naturally constitutes three-dimensional Euclidean space as the sole ontology, and completes the native derivation and physical interpretation of the core framework of quantum mechanics. The wave function is reduced to the phase field distribution of Yuanji Field topological solitons, from which the Schrödinger equation in the non-relativistic limit and the Dirac equation of relativistic quantum mechanics are strictly derived. Relying on the topological constraints and fluctuation dynamics of the Yuanji Field, native physical explanations are provided for core quantum effects including quantization, wave-particle duality, uncertainty principle, spin, probabilistic interpretation, quantum entanglement and quantum tunneling. All theoretical results are in good agreement with the classical experimental observations of quantum mechanics. This work realizes the self-consistent unification of relativity and quantum mechanics under the same axiom system, and provides a new perspective based on continuous field dynamics for the interpretational dilemmas of quantum mechanics.