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August 17, 2025Open Access

Study on a Hierarchical Game-Based Model for Generation Rights Trading in Multi-Park CCHP-Based Integrated Energy Systems Accounting for New Energy Grid Integration

BQBoyang QuQingdao University ZMZhaojun MengElectric Power Research Institute

Key Points

The hierarchical game framework achieved inter-park dynamic price matching, enhancing energy trading efficiency.
Profit accuracy improved by 1.59%, with the ADQPSO method being 40% faster than conventional approaches.
The hierarchical game mechanism increased profits by 17.17% compared to single mechanisms, demonstrating its effectiveness.
This model supports the efficient operation of new energy grid integration, aiding in achieving carbon neutrality goals.

Abstract

To address the challenges of power generation rights trading and profit distribution in the integrated energy system of multi-park combined cooling, heating, and power (CCHP) with new energy grid integration, we constructed a hierarchical game model involving multi-energy system aggregators. By having aggregators price electricity, heat, cold, and carbon costs, the model establishes a hierarchical game framework with the linkage of the four prices (electricity, heat, cold, and carbon), achieving inter-park peer-to-peer (P2P) multi-energy dynamic price matching for the first time. It aims to coordinate distribution network dispatching, renewable energy, energy storage, gas turbine units, demand response, cooling–heating–power coupling, and inter-park P2P multi-energy interaction. With the goal of optimizing the profits of integrated energy aggregators, a hierarchical game mechanism is established, which integrates power generation rights trading models and incentive-based demand response. The upper layer of this mechanism is the profit function of integrated energy aggregators, while the lower layer is the cost function of park microgrid alliances. A hierarchical game mechanism with Two-Level Optimization, integrating the Adaptive Disturbance Quantum Particle Swarm Optimization (ADQPSO) algorithm and the branch and bound method (ADQPSO-Driven Branch and Bound Two-Level Optimization), is used to determine dynamic prices, thereby realizing dynamic matching of energy supply and demand and cross-park collaborative optimal allocation. Under the hierarchical game mechanism, the convergence speed of the ADQPSO-driven branch and bound method is 40% faster than that of traditional methods, and the optimization profit accuracy is improved by 1.59%. Moreover, compared with a single mechanism, the hierarchical game mechanism (Scenario 4) increases profits by 17.17%. This study provides technical support for the efficient operation of new energy grid integration and the achievement of “dual-carbon” goals.

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