Spacetime Substantivalism 33: A Constitutive Audit of the Electroweak Sector — Unifying Gravitational Wave Dynamics, Weinberg Angle Origin, and Higgs Mass via Dual-Protocol Interface Dynamics

Title Spacetime Substantivalism 33: A Constitutive Audit of the Electroweak Sector — Unifying Gravitational Wave Dynamics, Weinberg Angle Origin, and Higgs Mass via Dual-Protocol Interface Dynamics Abstract he Standard Model treats its core electroweak parameters—the Vacuum Expectation Value (VEV), the Weinberg angle (θW), and the Higgs mass (mH)—as empirical inputs rather than derived quantities. This paper provides a constitutive audit of the electroweak sector within the CSSD (Cui's Substantial Spacetime Dynamics) framework, which is empirically anchored by gravitational wave observations confirming spacetime as a four-dimensional photonic fabric. We propose that the VEV ($v = 246$ GeV) is not a scalar field density but the Global Lattice Cell-Unit Stress (GLCS)—the intrinsic pre-stress of the discrete photonic lattice. The Weinberg angle is revealed as the Interface Impedance Angle—the geometric equilibrium condition that minimizes energy loss when the Second Protocol (Lorentz-dynamic matter propagation) interacts with the First Protocol (orthogonal lattice refresh rate c = 1/√μ₀ε₀). The Higgs boson (mH = 125 GeV) is identified as a topological fracture of the lattice cell unit. The relation mH mZ² / mW³ = 2 is derived as a geometric scaling law. The discrepancy between 2 × mH and v is resolved as a geometric smoothing tax (Δₜₐₓ = 4 GeV), consisting of a projection loss and a topological stitching levy. This audit completes the reduction of the electroweak sector from empirical parameter fitting to constitutive lattice mechanics, unifying gravitational wave dynamics, the origin of the Weinberg angle, and the Higgs mass through dual-protocol interface dynamics. 时空实体论 33:电弱扇区的构成性审计——基于引力波动力学与双协议接口动力学对温伯格角及希格斯质量的起源解析 中文摘要: 标准模型将电弱扇区的核心参数——真空期望值 (VEV)、温伯格角 (θW) 及希格斯质量 (mH)——视为经验输入而非导出量。本文在 CSSD(崔氏实体时空动力学)框架下对电弱扇区进行了构成性审计,该框架以引力波观测证实时空为四维光子织物作为实证锚点。我们提出,VEV ($v = 246$ GeV) 并非标量场密度,而是“全局晶格单元应力 (GLCS)”——即离散光子晶格的固有预应力。温伯格角被揭示为“接口阻抗角”——即当第二协议(洛伦兹动力学物质传播)与第一协议(正交晶格刷新率 c = 1/√μ₀ε₀)交互时,使能量损耗最小化的几何平衡条件。希格斯玻色子 (mH = 125 GeV) 被识别为晶格单元的“拓扑断裂”。关系式 mH mZ² / mW³ = 2 被推导为几何缩放定律。2 × mH 与 v 之间的差值被解析为“几何平滑税” (Δₜₐₓ = 4 GeV),由投影损耗与拓扑缝合税构成。本次审计完成了将电弱扇区从经验参数拟合到构成性晶格力学的还原,通过双协议接口动力学统一了引力波动力学、温伯格角的起源与希格斯质量。