This study introduces a hybrid quantum-classical dispatching framework designed for power systems with high renewable penetration. The proposed method integrates a variational quantum algorithm with classical optimization to provide noise-resilient performance under realistic hardware constraints. Extensive numerical tests and a real-world case study demonstrate significant improvements in cost reduction, dispatch reliability, and robustness to device noise. The approach highlights the potential of near-term quantum computing to address critical challenges in renewable energy integration. The results bridge the gap between quantum algorithms and practical energy system operations, offering a pathway for sustainable and efficient power system management.
This study introduces a hybrid quantum-classical dispatching framework designed for power systems with high renewable penetration. The proposed method integrates a variational quantum algorithm with classical optimization to provide noise-resilient performance under realistic hardware constraints. Extensive numerical tests and a real-world case study demonstrate significant improvements in cost reduction, dispatch reliability, and robustness to device noise. The approach highlights the potential of near-term quantum computing to address critical challenges in renewable energy integration. The results bridge the gap between quantum algorithms and practical energy system operations, offering a pathway for sustainable and efficient power system management.
The integration of high-penetration renewable energy introduces significant stochasticity and non-convexity into power system dispatching, challenging the computational limits of classical optimization. While Variational Quantum Algorithms (VQAs) on Noisy Intermediate-Scale Quantum (NISQ) devices offer a promising path for combinatorial acceleration, existing approaches typically treat the power grid as a "black box", suffering from poor scalability (barren plateaus) and frequent violations of physical constraints. Bridging these gaps, this paper proposes a Physics-Informed Hybrid Quantum-Classical Dispatching (PI-HQCD) framework. We construct a topology-aware Hamiltonian that explicitly embeds linearized power flow equations, storage dynamics, and multi-timescale coupling directly into the quantum substrate, significantly reducing the search space dimensionality. We further derive a noise-adaptive regularization mechanism that theoretically bounds the effective Lipschitz constant of the objective function, guaranteeing convergence stability under realistic quantum measurement noise. Numerical experiments on the IEEE 39-bus benchmark and a 118-bus regional grid demonstrate that PI-HQCD achieves superior economic efficiency and higher renewable utilization compared to stochastic dual dynamic programming (SDDP). Theoretical analysis confirms that this topology-aware design leads to an O(1/N) gradient variance scaling, effectively mitigating barren plateaus and ensuring scalability for larger networks. This work establishes a rigorous paradigm for embedding engineering physics into quantum computing, paving the way for practical quantum advantage in next-generation grid operations.
Modern smart grids demand robust computational solutions to manage real-time data processing, complex optimization, and fault resilience, especially with the integration of distributed and renewable energy resources (DERs). This study introduces a hybrid classical-quantum architecture tailored for these needs, leveraging classical computing for routine processing while employing quantum computing for high-complexity tasks. Experimental simulations demonstrate that the hybrid architecture reduces computation time by 40–41% and enhances energy efficiency by approximately 30% compared to traditional configurations. Additionally, its task allocation system improves scalability and resilience, making this architecture a viable solution for optimizing dynamic, large-scale smart grids. The findings offer a pathway toward a scalable and sustainable grid management system, bridging classical reliability with quantum advancements.
Quantum computing has emerged as a promising computational paradigm to address unresolved challenges in the modeling and control of modern power systems. However, most existing studies focus on offline simulations, and a practical framework for validating quantum algorithms in real-time operational environments remains lacking. This study proposes a quantum hardware-in-the-loop framework that integrates a real-time digital simulator with quantum and quantum-inspired hardware to solve combinatorial power flow and optimal power flow formulations under dynamic operating conditions. The proposed framework is validated using the IEEE 9- bus test system and a modified version with integrated solar and wind farms. The results confirm successful integration and convergence within a predefined tolerance. The study also identifies key limitations and challenges, such as limited access to quantum and digital annealers and current scalability limitations, that must be considered in future developments. Nevertheless, the results highlight the potential of quantum computing to significantly enhance the modeling and control of future power systems with high penetration of renewable energy sources.
Modern distribution grids face unprecedented challenges from intermittent renewable integration, extreme weather events, and the need for real-time optimal power flow (OPF) solutions that preserve physical constraints while minimizing operational costs. This paper introduces Constraint-Aware QAOA for Real-Time Quantum Smart Grid Optimization, a novel hybrid quantum-classical framework that directly addresses renewable dispatch, battery scheduling, and demand response in distribution networks. We formulate the stochastic OPF problem with renewable integration as a constrained optimization challenge and propose three innovative solution approaches: (1) Constraint-Preserving QAOA (CP-QAOA) with a novel Power-Flow Preserving Mixer (PF-Mixer) that enforces Kirchhoff-style flow conservation during quantum evolution, (2) Phase-Encoded Power-Flow (PEPF) mapping that reduces qubit requirements by 3× through mixed binary-phase representation, and (3) Hybrid Receding-Horizon Quantum Controller (HRQC) enabling subminute reoptimization via intelligent problem decomposition. For renewable integration modeling, we develop multimodal fusion techniques combining real-time generation forecasts, battery state-of-charge dynamics, and demand response signals with quantum superposition states. Our experimental evaluation on IEEE test systems with realistic renewable penetration scenarios demonstrates significant improvements: the CP-QAOA approach achieves 18.3% reduction in operational costs compared to classical OPF baselines, while quantum methods provide > 95% constraint feasibility compared to < 31% for standard QAOA with penalty encoding. The hybrid framework shows strong promise for scalable deployment in real smart grid infrastructure, with practical implications for quantum-enhanced grid operations under high renewable penetration.
As the penetration of renewable energy sources soars, the design and operation of power systems will be significantly more complicated than the conventional ones. A renewable-dominated power system will inevitably encounter computational challenges due to the explosion in the number of decision variables. Quantum computing, in principle, can effectively circumvent the “curse of dimensionality” by virtue of its characteristics of parallel computation and state superposition. In that regard, this article considers quantum computing as a promising solution to handling certain complicated optimization problems in various aspects of a renewable-dominated power system. More specifically, this article explores how to utilize quantum computing to facilitate optimized decision making in design and operation toward a more sustainable energy future. Given the current hardware limitations of quantum computers, this article further proposes a quantum–classical hybrid computing framework along with a set of strategies to tap the maximum potential of quantum computing while boosting overall computational efficiency and accuracy.
The rapid evolution of Large Language Models (LLMs) has transformed natural language processing, enabling sophisticated applications across various sectors. However, the substantial computational demands associated with training and deploying LLMs result in significant energy consumption and carbon emissions. This study introduces an optimized hybrid quantum-classical framework that integrates variational quantum algorithms (VQAs) with accelerated classical learning techniques. By harnessing quantum computing for complex non-linear optimization and employing prompt learning to minimize full model retraining, the proposed approach enhances both computational efficiency and sustainability. Simulation outcomes indicate that the hybrid method can reduce energy usage by up to 30% and shorten computation time by 25% relative to conventional classical approaches, without diminishing model accuracy. These improvements are substantiated through quantitative analysis and visualized energy metrics. The adaptability of the framework supports its application in diverse areas, including sustainable energy management, supply chain optimization, and environmentally conscious transportation systems. Nevertheless, the broader implementation of such hybrid solutions remains constrained by current quantum hardware capabilities and integration challenges with classical infrastructure. The findings underscore the potential of hybrid quantum-classical optimization as a pathway toward sustainable AI development. Future research should prioritize advancements in quantum hardware reliability and interdisciplinary collaboration to accelerate practical adoption, thereby supporting global efforts in energy efficiency and environmental responsibility.