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A nonlinear inverse model for airborne wind energy system analysis, control, and design optimization

机译:机载风能系统分析,控制和设计优化的非线性逆模型

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This paper describes a nonlinear model inversion for performance analysis and system optimization for airborne wind energy (AWE) systems. Airborne wind energy systems are lighter and potentially lower in cost than comparable conventional wind turbines due to using a tether and bridle rather than blades and a tower which must support high bending and compressive loads. They are also easier to install due to using a tension anchor rather than a foundation. There are many AWE systems in various states of R&D, but no commercial AWE wind farms currently exist. Because AWE systems are novel and significantly more complex to design, analyze, and test than conventional wind turbines, better analysis tools are important for the technology to mature. AWE system design involves many interdependent design trade-offs, which are difficult to analyze with traditional tools; using simulations to iterate through parameters for design optimization is undesirable. A nonlinear model inversion based on appropriate simplifying assumptions is better suited to this task. The inverse model uses a trajectory input then calculates attitudes, forces, and control values required to follow that trajectory as well as power produced. Applicable constraints ensure that the trajectory is realizable. A validation is presented, using the output of the inverse model as a feed-forward controller for a high fidelity simulation. The analysis shows good agreement with the simulation, despite simplifications such as a straight rigid tether, constant lift and drag coefficients, and a simplified rotor model.
机译:本文介绍了用于空中风能(AWE)系统的性能分析和系统优化的非线性模型反演。由于使用系绳和缰绳而不是必须支撑高弯曲和压缩负载的刀片,空气传播的风能系统比相当的传统风力涡轮机更轻,并且可能降低了比较的传统风力涡轮机的成本。由于使用张力锚而不是基础,它们也更容易安装。各种R&D国家有许多敬畏系统,但目前没有商业敬畏的风电场。由于AWE系统是新颖的,并且设计,分析和测试比传统的风力涡轮机更加复杂,更好的分析工具对于成熟的技术很重要。 AWE系统设计涉及许多相互依存的设计权衡,难以分析传统工具;使用模拟来迭代通过参数进行设计优化是不希望的。基于适当简化假设的非线性模型反转更适合此任务。逆模型使用轨迹输入,然后计算遵循该轨迹以及产生的电力所需的态度,力和控制值。适用的约束确保轨迹可实现。使用逆模型的输出作为前馈控制器的逆模型的输出来呈现验证。尽管诸如直的刚性系绳,恒定升力和拖动系数等简化,但是,该分析表现出良好的达成一致性,以及诸如直的刚性系绳,恒定升降系数和简化的转子模型。

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