Contemporary physics faces a profound predicament at the intersection of relativity and quantum mechanics, rooted in the ontological presuppositions of "spacetime geometry" and "probability waves" that fail to provide a unified, realistic mechanistic explanation for cross-scale phenomena. By systematically integrating three original studies based on public data from authoritative institutions (CERN, MIT, NASA, etc.), this paper constructs a complete theoretical system of the "Kinetic Dynamics" paradigm, centered on "matter and its motion" as the sole physical reality. This paradigm achieves full-scale unified explanations for core phenomena: (1) Double-slit interference stems from quantifiable "short-range repulsion and medium-range attraction" between particles (prediction error ≤5% in conventional environments); (2) Quantum entanglement stability originates from the cosmic energy field's "phase coherence degree" locking particle motion freedom, extending qubit coherence time to over 150 μs; (3) Time dilation is the slowdown of intrinsic material motion rhythm under four extreme energy field constraints (temperature, field pressure, velocity, phase), with a full-scale prediction error ≤5%, naturally resolving ad hoc hypotheses like dark matter. This study realizes a paradigm shift from "abstract mathematical description" to "mechanistic realism," providing direct theoretical tools for quantum computing, room-temperature superconductivity, and deep-space exploration, and establishing a more concise, unified, and practical foundational framework for physics. 中文摘要 当前物理学在相对论与量子力学的交界处陷入深层困境,其核心症结在于“时空几何”与“概率波”的本体论预设,无法为跨尺度实验现象提供统一、实在的机制性解释。本文通过系统整合三项基于国际权威机构(CERN、MIT、NASA等)公开数据的原创研究,构建了“运动动力学”范式的完整理论体系,该范式以“物质及其运动”为唯一物理本体,成功实现了对核心物理现象的全尺度统一解释:(1)双缝干涉的本质是粒子间“短程排斥-中程吸引”的可量化作用力(常规环境预测误差≤5%);(2)量子纠缠态的稳定性源于宇宙能量场“相位相干度”对粒子运动自由度的锁定效应,可将量子比特相干时间延长至150μs以上;(3)时间膨胀是能量场四极端参数(温度、场压、速度、相位)约束下物质内在运动节奏的减缓,其全尺度预测误差≤5%,自然消解暗物质等补丁假设。本研究完成了从“抽象数学描述”到“机制实在论”的范式转移,为量子计算、室温超导、深空探测等领域提供了可直接应用的理论工具,为物理学构建了更简洁、统一、实用的全新基础框架。
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Bian Zhenfeng
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Bian Zhenfeng (Fri,) studied this question.
www.synapsesocial.com/papers/6930e8e3ea1aef094cca4013 — DOI: https://doi.org/10.5281/zenodo.17754244
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