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统一硬化本构在海上风电大直径单桩桩-土分析中的应用

Application of Unified Hardening Model in Soil-Pile Analysis of Offshore Wind Power Large-Diameter Monopiles

  • 摘要:
      目的  文章旨在推动海上风电基础的优化设计,将理论更加完善,模拟结果更加符合实际的高级岩土本构模型推广至实际工程应用。
      方法  首先介绍了一种高级本构模型:UH模型(Unified Hardening model,统一硬化本构模型)的理论框架,随后对其进行了面向实际工程应用需求的修正,最后将修正后的模型应用在大直径单桩桩-土分析中,并对结果进行了宏观和单元层面的分析以验证其有效性与实用性。
      结果  经过修正和验证,得到了适用于实际工程问题的UH_G0模型。该模型将原始UH模型中的参数“初始孔隙比”替换为“超固结比”;并引入Andersen经验公式,将剪切模量与本构参数κ解耦,显著提升了原始UH模型的初始剪切刚度,使得UH模型对变形(刚度)敏感的边值问题具有适用性。
      结论  UH模型作为理论框架清晰,参数物理意义明确的高级本构模型具有较好的实际工程应用潜力。研究进行的面向工程设计需求的两项修正是必要的,二者分别提高了UH模型实际应用于边值问题的便捷性和初始刚度计算的准确性。修正后的UH_G0模型在有限元模拟过程中表现出对实际工程问题良好的有效性与实用性。

     

    Abstract:
      Introduction  In order to facilitate the design optimisation of foundation for offshore wind turbines, it is necessary to promote application of advanced geotechnical constitutive models that are theoretically sound and capable of modelling realistic soil behaviours in real engineering scenarios.
      Method  Firstly, the theoretical framework of the Unified Hardening model (UH model), an advanced constitutive model, was introduced. Then, further modifications oriented to requirements in real engineering applications were presented. Finally, the modified model was applied to the pile-soil analysis of large-diameter monopoles, and the results were analyzed at the macroscopic and element level to verify its effectiveness and practicability.
      Result  The UH_G0 model obtained through modification and verification is applicable to addressing issues in real engineering practices. The parameter "initial void ratio" in the original UH model is replaced by "overconsolidation ratio". By incorporating the Andersen empirical formula, the shear modulus is decoupled from the constitutive parameter κ, significantly improving the initial shear stiffness of the original UH model, and thus allowing the UH model to be applicable to the deformation (stiffness) sensitive boundary value problems.
      Conclusion  As an advanced constitutive model with a well-defined theoretical framework and physically meaningful parameters, the UH model demonstrates high potential for practical engineering applications. The two modifications tailored to engineering design requirements are necessary, which improve the convenience in application of the UH model to address boundary value problems and the accuracy in calculating initial stiffness, respectively. The modified UH_G0 model is proven to be effective and practical for solving practical engineering problems in the process of finite element simulation.

     

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