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Well-posedness and stability of a 1D wave equation with ...
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由 C Prieur 著作2014被引用 11 次 — Abstract: In this paper, it is considered a wave equation with a one-dimensional space variable, which describes the dynamics of string deflection.
Well-posedness and stability of a 1D wave equation with ...
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由 C Prieur 著作2014被引用 11 次 — By closing the loop with a saturating input proportional to the speed of the deformation, it is thus obtained a nonlinear partial differential ...
Well-posedness and stability of a 1D wave equation with ...
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In this paper, it is considered a wave equation with a one-dimensional space variable, which describes the dynamics of string deflection.
Well-posedness and stability of a 1D wave equation with ...
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Abstract— In this paper, it is considered a wave equation with a one-dimensional space variable, which describes the dynamics of string deflection.
[PDF] Well-posedness and stability of a 1D wave equation with ...
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Well-posedness and stability of a 1D wave equation with saturating distributed input · C. Prieur, S. Tarbouriech, J. G. D. Silva · Published in IEEE Conference on ...
Well-posedness and stability of a 1D wave equation with saturating
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Bibliographic details on Well-posedness and stability of a 1D wave equation with saturating distributed input.
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Stability analysis of a 1D wave equation with ...
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由 S Marx 著作2019被引用 1 次 — This paper is concerned with the asymptotic stability analysis of a one dimensional wave equation subject to a nonmonotone distributed damping. A well-posedness ...
Stability analysis of a 1D wave equation with ...
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2024年10月22日 — This paper is concerned with the asymptotic stability analysis of a one dimensional wave equation subject to a nonmonotone distributed damping.
Lp-asymptotic stability analysis of a 1D wave equation with ...
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由 Y Chitour 著作2020被引用 21 次 — This paper is concerned with the asymptotic stability analysis of a one dimensional wave equation with Dirichlet boundary conditions subject to a nonlinear ...
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C. Prieur, S. Tarbouriech, and J. Gomes-da-silva-jr, Well-posedness and stability of a 1D wave equation with saturating distributed input, 53rd IEEE Conference ...
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