任意风电场几何形状分析平均流量预测的区域局部耦合模型

Genevieve M. Starke, C. Meneveau, J. King, D. Gayme
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引用次数: 9

摘要

这项工作介绍了区域局部耦合(ALC)模型,该模型扩展了早先将经典尾流叠加和大气边界层模型耦合的方法,以便能够适用于任意风电场布局。尾流和自上而下边界层模型的耦合尤其具有挑战性,因为后者需要对与特定涡轮流动区域相关的平台区域进行平均。ALC模型使用Voronoi镶嵌来定义每个涡轮机周围的局部区域。然后在每个涡轮机上游的Voronoi单元上应用自上而下的内部边界层发展描述来估计局部平均速度剖面。基于局域自顶向下模型的轮毂高度速度与尾迹模型之间的耦合通过对每个单元的平均速度施加最小二乘误差来实现。ALC模型使用尾流模型实现,尾流模型的轮廓从顶帽函数过渡到高斯函数,并通过线性叠加考虑尾流相互作用。与大涡模拟(LES)数据的详细比较证明了该模型在准确预测复杂风电场几何形状的功率和轮毂高度速度方面的有效性。利用LES进一步验证了一个混合阵列-随机电场,其中一半涡轮机排列成阵列,另一半涡轮机随机分布,这表明该模型在不同风电场配置的捕获结果方面具有多功能性。在这两种情况下,ALC模型都显示出对农场和单个涡轮机的功率预测优于当前方法对一系列风流入方向的预测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The area localized coupled model for analytical mean flow prediction in arbitrary wind farm geometries
This work introduces the Area Localized Coupled (ALC) model, which extends earlier approaches to coupling classical wake superposition and atmospheric boundary layer models in order to enable applicability to arbitrary wind-farm layouts. Coupling wake and top-down boundary layer models is particularly challenging since the latter requires averaging over planform areas associated with certain turbine-specific regions of the flow. The ALC model uses Voronoi tesselation to define a local area around each turbine. A top-down description of a developing internal boundary layers is then applied over Voronoi cells upstream of each turbine to estimate the local mean velocity profile. Coupling between the velocity at hub-height based on this localized top-down model and a wake model is achieved by enforcing a minimum least-square-error in mean velocity in each cell. The ALC model is implemented using a wake model with a profile that transitions from a top-hat to Gaussian function and accounts for wake interactions through linear superposition. Detailed comparisons to large-eddy simulation (LES) data demonstrate the efficacy of the model in accurate predictions of both power and hub height velocity for complex wind farm geometries. Further validation with LES for a hybrid array-random farm that has half of the turbines arranged in an array and the other half randomly distributed indicates the model's versatility with respect to capturing results from different wind farm configurations. In both cases, the ALC model is shown to produce improved power predictions for both the farm and individual turbines over prevailing approaches for a range of wind inflow directions.
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