Titlebook: Inverse problems in vibration; G. M. L. Gladwell Book 19861st edition Springer Science+Business Media Dordrecht 1986 inverse problem.vibra

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Inversion of Discrete Second-Order Systems, properties of the solution of, and the inverse problems for, the Sturm-Liouville equation (see Chapter 8), and the discrete problems were studied because such problems were met in any approximate analysis of Sturm-Liouville problems. Krein’s early papers (1933, 1934) concern the theory of Sturm seq

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The Inverse Problem for the Discrete Vibrating Beam, Section 2.3. This model is important because it is the simplest model — it is in effect a finite-difference approximation — for a beam with continuously distributed mass. The inverse problem for a continuous beam will be considered in Chapter 10. The inverse problem for a discrete beam was first co

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,Green’s Functions and Integral Equations,ly distributed mass: the taut vibrating string, and the rod in longitudinal or torsional vibration. In the first three sections of this chapter we shall state the governing differential equations, discuss some transformations linking them, derive some elementary properties of their solutions, and fo

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G. M. L. Gladwellpartner’s reproductive health biology; and paternal support for maternal delivery and post-partum care. And two pathways reflect systemic influences: paternal mental health influences; and paternal contributions to the family’s social determinants of health. This chapter pushes back the time frame f

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G. M. L. Gladwellher contribute to the growing efforts to expand men’s and women’s parental gender role expectations and equity, and enhance the parenting health and men’s health movements. Similar to the dual orientation of the women’s preconception health initiatives, earlier, healthier, and more actively engaged

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