CDEQ V5.0 Harpoon Equation Global Stability Control and Extreme-Environment Hand-Crank Startup Mechanism for Rotating Detonation Engine RDE 旋转爆震发动机全局稳定控制与极端环境手摇启动机制

CDEQ V5.0 Harpoon Equation: Global Stability Control and Extreme-Environment Hand-Crank Startup Mechanism for Rotating Detonation Engine 旋转爆震发动机全局稳定控制与极端环境手摇启动机制 Trusted Timestamp (This Work): TSA-01-20260224412940002 Foundational Topology: PCTT CW Core Constraints: CENHE LEX | Global Verification: GCVT 10 Author: Jiang Wenjia (Shenzhen, China) ORCID: 0009-0000-3850-7286 Correspondence: jiangwenjiaszx@outlook.com Affiliation: Independent Researcher Founder of: CDEQ V1.0, V2.0, V3.0, V3.5, V5.0; PCTT CW; CENHE LEX; GCVT Abstract This paper strictly follows the logical chain: Problem Raising → Problem Analysis → Problem Solving → Paradigm Ownership. Rotating Detonation Engine (RDE) and all dynamic systems suffer from three core defects: stable but immovable, movable but unstable, and pseudo-self-sustainment. No existing theory can provide a unified, universal, and unchangeable solution. This work proposes CDEQ V5.0 Harpoon Equation as the only final solution, built on PCTT CW (Adjacent reinforce, interval restrain), constrained by CENHE LEX rigid law, and verified by GCVT 10 10-step safety interlock. A purely mechanical hand-crank startup mechanism (MAIE) is added for extreme environment adaptation. A Verilog core is provided for functional demonstration. Most importantly, this paper establishes a new universal paradigm for critical transition and global self-sustained dynamics. All rights of the paradigm, framework, equation and theorems are permanently owned by Jiang Wenjia. Any application, extension or engineering implementation of this system must be based on CDEQ V5.0 and cannot be bypassed. Keywords: Rotating Detonation Engine (RDE); CDEQ V5.0; Harpoon Equation; PCTT-CW; CENHE-LEX; GCVT-10; Adjacent reinforce; Interval restrain; Self-Sustained Dynamics; Stability Control; Paradigm Ownership Know more CDEQ, V-Function Waiting for you Now! This framework is mathematically rigorous, formally grounded, and theoretically complete. It is NOT heuristic, empirical, or informal — it is built on solid mathematical foundations for deterministic stability and Lyapunov function construction. KEY PAPER (Full Theory & Proofs): A Flower's Smile, V-Functions Arise: Answering Lyapunov's Centennial Question DOI: 10.5281/zenodo.18927653 A Paradigm Shift in Control Theory CDEQ V1.2 The Countable Foundation of Stability DOI: 10.5281/zenodo.18939385 CDEQ V1.3 Mathematical Proof of the PCTT-CW Penta-Cyclic Clockwise Topological TheoremDOI: 10.5281/zenodo.18988669 CDEQ V1.4: Mathematical Proof of the CENHE-LEX Nonary Central Holding Equilibrium TheoremDOI: 10.5281/zenodo. 19023440 CDEQ V1.5 GCVT-10 Global Convergence Validation TheoremDOI: 10.5281/zenodo. 19055969 For the complete mathematical foundation, rigorous derivations, and general solution to Lyapunov's century-old problem — see the key paper above.