为描述宏观天体固有的量子行为，我们建立了宏观自然单位制（CW-S-T-E），并由此奠基宏观量子力学。
To describe the inherent quantum behavior of macroscopic celestial bodies, we established the Macroscopic Natural Unit System (CW-S-T-E), thereby laying the foundation for Macroscopic Quantum Mechanics.
核心发现 / Core Discovery：使用为微观世界设计的单位（如秒）来描述月球运动，无法观察到其与量子力学的关联。但是，在使用宏观自然单位（如天）描述时，发现月球轨道角动量呈现精确量子化：L = nħ，其中量子数 n ≈ 2.737 × 10⁶⁸。
When using units designed for the microscopic world (such as seconds) to describe lunar motion, no correlation with quantum mechanics is observable. However, when described using macroscopic natural units (such as days), the Moon's orbital angular momentum is found to be precisely quantized: L = nħ, where the quantum number n ≈ 2.737 × 10⁶⁸.
这一发现引导我们建立了宏观量子力学（MQM），提出了引力量子化假设 (FG = n·F₀)，发现了慧-智常数 (κHZ)，并最终实现与广义相对论的实质性统一。
This discovery led us to establish Macroscopic Quantum Mechanics (MQM), propose the Gravitational Quantization Hypothesis (FG = n·F₀), discover the Hui-Zhi Constant (κHZ), and ultimately achieve substantial unification with General Relativity.
发现月球轨道角动量量子化 L = nħ, n ≈ 2.75×10⁶⁸
Discovery of Lunar Orbital Angular Momentum Quantization L = nħ, n ≈ 2.75×10⁶⁸
重塑万有引力定律及其与相对论的调和
Reformulating the Law of Universal Gravitation and its Reconciliation with Relativity
解决宏观量子力学的"维度悖论"
Resolving the "Dimensional Paradox" of Macroscopic Quantum Mechanics
定义宏观本征态与叠加态
Defining Macroscopic Eigenstates and Superposition States
提出核心动力学定律 FG = n·F₀
Proposing the Core Dynamical Law FG = n·F₀
发现深层数学结构 κHZ = (2παG)/√n
Discovery of the Deep Mathematical Structure κHZ = (2παG)/√n
实现实质性统一
Achieving Substantive Unification
宣告从"量子微观"到"量子普适"的转变
Announcing the Shift from "Quantum Microscopic" to "Quantum Universal"
宏观量子力学的奠基 - 主论文
The Foundation of Macroscopic Quantum Mechanics - Main Paper