This paper presents a nonlinear double-integral observer based on finite-time stability. The proposed double-integral observer can estimate the onefold and double integrals of a signal synchronously, and the stability in time domain is analyzed. The merits of the presented double-integral observer include its finite-time stability, ease of parameter selection, sufficient stochastic noise rejection, and almost no drift phenomenon. The theoretical results are confirmed by the simulations and an experiment on a quadrotor aircraft: 1) the estimation of position and velocity from the acceleration measurement and 2) a control law is designed based on the double-integral observer to track a reference trajectory.
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Wang et al. (2014) studied this question.
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