David Lehotzky

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Stability of linear delayed systems subjected to digital control is analyzed. These systems can typically be written in the form ˙ x(t) = Ax(t) + Bx(t − τ) + Cx(t j−1) , t ∈ [t j , t j+1) , where t j = j∆t with ∆t being the sampling period for the digital controller. The point-delay term x(t − τ) is assumed to be inherently present in the governing equation(More)
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