In this paper we consider the use of generalised holds to deal with sampling zeros only. We propose a hold design that places the sampling zeros asymptotically.
Abstract: It is well-known that generalised hold functions can be used to shift the zeros of sampled-data models for continuous-time systems.
A hold design is proposed that places the sampling zeros asymptotically to the origin, when the sampling period tends to zero, and the resulting generalised ...
This paper introduces a new framework for the synthesis of a sampled-data L1 controller, by which the L∞-induced norm of sampled-data systems is minimized.
Missing: Generalised | Show results with:Generalised
Oct 31, 2019 · This paper studies this phenomenon at a deeper level and figures out that changing the intrinsic zeros requires an excessively large amplitude ...
Dec 14, 2019 · It is well-known that such non-conventional digital control schemes, such as generalized sampled-data hold functions, have clear advantages ...
Missing: Generalised | Show results with:Generalised
Oct 22, 2024 · This paper is concerned with Hinfin-discretization for analysis and design of sampled-data control systems and provides a new method with an ...
We view the action of the generalized sample hold function as a form of amplitude modulation. When viewed in the frequency domain, this means that additional ...
Missing: Generalised | Show results with:Generalised
The basic idea is to introduce faster ZOH than sampling frequency. By using a higher control input update frequency, we can get wider con- trol bandwidth ...
Missing: Generalised | Show results with:Generalised
... The properties of GHF have been used, for example, in [14] to shift the sampling zeros asymptotically to the origin for fast sampling rates. However ...