Search Results - "Vanbiervliet, Joris"
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Using spectral discretisation for the optimal ℋ 2 design of time-delay systems
Published in International journal of control (01-02-2011)“…The stabilisation and robustification of a time-delay system is the topic of this article. More precisely, we want to minimise the ℋ 2 norm of the transfer…”
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Using spectral discretisation for the optimal ℌ2 design of time-delay systems
Published in International journal of control (01-02-2011)Get full text
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Characterizing and Computing the cal H 2 Norm of Time-Delay Systems by Solving the Delay Lyapunov Equation
Published in IEEE transactions on automatic control (01-04-2011)“…It is widely known that the solutions of Lyapunov equations can be used to compute the cal H 2 norm of linear time-invariant (LTI) dynamical systems. In this…”
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Virtual field trips utilizing virtual outcrop: construction, delivery and implications for the future
Published in Geoscience communication (Online) (20-07-2022)“…The advent of photorealistic, 3D computer models of cliff sections (virtual outcrops) has improved the immersive nature of virtual geological field trips. As…”
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V3Geo: a cloud-based repository for virtual 3D models in geoscience
Published in Geoscience communication (Online) (09-03-2022)“…V3Geo is a cloud-based repository for publishing virtual 3D models in geoscience. The system allows storage, search and visualisation of mesh models typically…”
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Characterizing and Computing the Norm of Time-Delay Systems by Solving the Delay Lyapunov Equation
Published in IEEE transactions on automatic control (01-04-2011)“…It is widely known that the solutions of Lyapunov equations can be used to compute the H 2 norm of linear time-invariant (LTI) dynamical systems. In this…”
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Journal Article -
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Explicit expressions for the ℋ2 norm of time-delay systems based on the delay Lyapunov equation
Published in 49th IEEE Conference on Decision and Control (CDC) (01-12-2010)“…It is widely known that the solutions of Lyapunov equations can be used to compute the ℋ 2 norm of linear time-invariant (LTI) dynamical systems. In this…”
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