Abstract
This paper focuses on dynamic sensitivities of nonsmooth power control systems. Recent advances in nonsmooth sensitivity theory are applicable to large-scale practical problems modeled as nonsmooth semi-explicit differential-algebraic equations (DAEs). This theory is applied here to a wind turbine control system with nonsmooth input parameter profiles. First-order sensitivity information is characterized from an auxiliary, nonsmooth sensitivity system which includes discontinuities because of nonsmooth wind speed profiles. Dynamic simulations of sensitivities are provided which give new insights on design and implementation (e.g., the system’s control limits).
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