Following the conclusion of Iran’s military conflict with the United States and Israel in 2026, the nation’s industries faced widespread infrastructure destruction, disrupted supply chains, and a profound economic crisis. Hormozgan Province, a strategic hub for steel manufacturing, petrochemicals, oil refining, and port logistics, endured the most severe damage. However, classical crisis management models based on linear, deterministic assumptions fail to address the unique contradiction of military victory juxtaposed with economic collapse. This paper introduces a Quantum Resilience Engineering model for Hormozgan’s industries, leveraging the emergent paradigm of quantum management. The proposed framework employs a time-dependent Schrödinger equation augmented with Lindblad terms, where each industrial unit is represented as a superposition of five possible states ranging from complete shutdown to full recovery. Five critical external variables liquidity, access to primary supply components, the status of Shahid Rajaee Port, sanctions removal, and energy prices are integrated as potentials within the system’s Hamiltonian. The methodology utilizes quantum Monte Carlo simulations, avoiding subjective data or surveys. Quantum sensitivity analysis reveals that access to primary components (sensitivity coefficient: 3.2× higher than liquidity) is the most critical intervention variable. Furthermore, oil refining and petrochemical industries exhibit the highest entanglement centrality, with resource allocation of 60% to these sectors yielding the greatest multiplicative effect on overall resilience. This work pioneers the practical application of the Schrödinger equation to post-war industrial reconstruction in academic literature and provides a step-by-step roadmap for Hormozgan Province’s Department of Industry, Mine, and Trade. The framework serves as a decision-support tool for navigating geopolitical uncertainty.

Resistance Economy Quantum Management Resilience Engineering Post War Crisis Hormozgan Industries Industrial Entanglement Industrial Reconstruction.