Search Results for author: Max van Haren

Found 6 papers, 0 papers with code

A Frequency-Domain Approach for Enhanced Performance and Task Flexibility in Finite-Time ILC

no code implementations4 Mar 2024 Max van Haren, Kentaro Tsurumoto, Masahiro Mae, Lennart Blanken, Wataru Ohnishi, Tom Oomen

Iterative learning control (ILC) is capable of improving the tracking performance of repetitive control systems by utilizing data from past iterations.

Beyond Nyquist in Frequency Response Function Identification: Applied to Slow-Sampled Systems

no code implementations5 Jun 2023 Max van Haren, Leonid Mirkin, Lennart Blanken, Tom Oomen

Fast-sampled models are essential for control design, e. g., to address intersample behavior.

A Kernel-Based Identification Approach to LPV Feedforward: With Application to Motion Systems

no code implementations14 Mar 2023 Max van Haren, Lennart Blanken, Tom Oomen

The aim of this paper is to develop an identification approach that directly identifies dynamically scheduled feedforward controllers for LPV motion systems from data.

Scheduling

Basis Function feedforward for Position-Dependent Systems

no code implementations1 Nov 2022 Max van Haren, Lennart Blanken, Tom Oomen

Feedforward for motion systems is getting increasingly more important to achieve performance requirements.

Position

Position-Dependent Snap Feedforward: A Gaussian Process Framework

no code implementations1 Feb 2022 Max van Haren, Maurice Poot, Jim Portegies, Tom Oomen

Position-dependent compliance is compensated for by using a Gaussian process to model the snap feedforward parameter as a continuous function of position.

Position

Gaussian Process Position-Dependent Feedforward: With Application to a Wire Bonder

no code implementations19 Jan 2022 Max van Haren, Maurice Poot, Dragan Kostić, Robin van Es, Jim Portegies, Tom Oomen

Mechatronic systems have increasingly stringent performance requirements for motion control, leading to a situation where many factors, such as position-dependency, cannot be neglected in feedforward control.

Gaussian Processes Position

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