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重力储能竖井超高速多轿厢气动阻力特性及优化设计

Aerodynamic Drag Characteristics and Optimization Design of Ultra-High Speed Multi-Car in Gravity Energy Storage Shaft

  • 摘要:
      目的  作为一种兼具环保性和经济性的物理储能方式,重力储能有望成为未来可再生能源持续发展的重要支撑,但亟需解决重力储能设备运行过程中气动阻力损耗大且不稳定等问题。
      方法  文章通过数值模拟方法,综合考虑竖井式重力储能设备运行数量、运行状态、相对位置等因素,模拟位于井道中不同位置的多组动/静设备由起始运动至相互交会全过程,分析关键参数变化对于设备运行期间的气动阻力特性和井道流场分布的影响。在此基础上,设计一种具有良好流线型的导流罩,对加装导流罩的设备进行参数化建模并进行数值模拟计算,分析导流罩结构对设备表面压力分布以及气动阻力的影响。
      结果  研究表明:对于单组运行工况,在变速运动阶段受动静交会影响,轿厢气动阻力有所增大;对于多组运行工况,井道截面积减小,气流被压缩后加速流动,轿厢的气动阻力峰值显著增大,且交会后的匀速运行阶段气动阻力的波动性更为明显;增设导流罩后,轿厢的气动阻力明显降低。对于单组运行工况,增设导流罩后轿厢的气动阻力峰值为无导流罩的39.8%;对于多组运行工况,增设导流罩后轿厢的气动阻力峰值为无导流罩的60.2%。
      结论  研究通过多工况数值模拟揭示了竖井式重力储能系统气动阻力动态演化机制,证实了加装导流罩设计的有效性,最大降幅达60.2%,为同类竖井式重力储能的结构气动优化设计提供参考。

     

    Abstract:
      Objective  As a physical energy storage method characterized by both environmental protection and economic efficiency, gravity energy storage is expected to become an important support for the sustainable development of renewable energy in the future. Nevertheless, it is urgent to solve the problems of large and unstable aerodynamic drag loss during the operation of gravity energy storage equipment.
      Method  This paper employed the numerical simulation method to simulate the whole process of multiple sets of dynamic/static equipment located in different positions in the shaft from the initial movement to the intersection of each other, comprehensively considering factors such as the number, operation state and relative position of the shaft-type gravity energy storage equipment. The influence of key parameter changes on the aerodynamic drag characteristics and the flow field distribution of the shaft during the operation of the equipment was analyzed. Based on this analysis, a streamlined guide cover was designed. The parametric modeling and numerical simulation calculation for the equipment with the guide cover were carried out, and the influence of the guide cover structure on the surface pressure distribution and aerodynamic drag of the equipment was analyzed.
      Result  The research indicates that, for a single set operating conditions, the aerodynamic drag of the car increases due to the influence of dynamic and static intersection in the variable motion stage; for multiple sets operating conditions, the cross-sectional area of the shaft decreases, the airflow is compressed and accelerated, the peak value of the aerodynamic drag of the car increases significantly, and the fluctuation of the aerodynamic drag is more obvious in the uniform speed operation stage after the intersection. After adding the guide cover, the aerodynamic drag of the car is obviously reduced. For a single set operating conditions, the peak aerodynamic drag of the car with the guide cover is 39.8 % of that without the guide cover; for multiple sets operating conditions, the peak aerodynamic drag of the car with the guide cover is 60.2 % of that without the guide cover.
      Conclusion  The dynamic evolution mechanism of the aerodynamic drag of the shaft-type gravity energy storage system is revealed by multi-condition numerical simulation, and the effectiveness of the guide cover design is validated, with a maximum reduction of 60.2 %. This paper provides reference for the structural aerodynamic optimization design of such shaft-type gravity energy storage.

     

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