1,714 research outputs found

    Whitham systems and deformations

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    We consider the deformations of Whitham systems including the "dispersion terms" and having the form of Dubrovin-Zhang deformations of Frobenius manifolds. The procedure is connected with B.A. Dubrovin problem of deformations of Frobenius manifolds corresponding to the Whitham systems of integrable hierarchies. Under some non-degeneracy requirements we suggest a general scheme of the deformation of the hyperbolic Whitham systems using the initial non-linear system. The general form of the deformed Whitham system coincides with the form of the "low-dispersion" asymptotic expansions used by B.A. Dubrovin and Y. Zhang in the theory of deformations of Frobenius manifolds.Comment: 27 pages, Late

    Robust Fault Diagnosis by Optimal Input Design for Self-sensing Systems

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    This paper presents a methodology for model based robust fault diagnosis and a methodology for input design to obtain optimal diagnosis of faults. The proposed algorithm is suitable for real time implementation. Issues of robustness are addressed for the input design and fault diagnosis methodologies. The proposed technique allows robust fault diagnosis under suitable conditions on the system uncertainty. The designed input and fault diagnosis techniques are illustrated by numerical simulation.Comment: Accepted in IFAC World Congress 201

    Flat bidifferential ideals and semihamiltonian PDEs

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    In this paper we consider a class of semihamiltonian systems characterized by the existence of a special conservation law. The density and the current of this conservation law satisfy a second order system of PDEs which has a natural interpretation in the theory of flat bifferential ideals. The class of systems we consider contains important well-known examples of semihamiltonian systems. Other examples, like genus 1 Whitham modulation equations for KdV, are related to this class by a reciprocal trasformation.Comment: 18 pages. v5: formula (36) corrected; minor change

    Incremental motion drive system Patent

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    Incremental motion drive system applied to interferometer component

    Covering Kids & Families Evaluation: Case Study of Illinois: Exploring Links Between Policy, Practice and the Trends in New Medicaid/SCHIP Enrollments

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    Evaluates the impact in Illinois of the RWJF project to increase enrollment in Medicaid and State Children's Health Insurance Programs. Outlines state policy changes; outreach, simplification, and coordination activities; and 1999-2005 enrollment trends
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