• Publications
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Spectral theory of random fields
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Liquefaction remediation at a bridge site
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Introduction to Random Processes in Engineering
Review. Random Processes: Basic Concepts, Properties. Stationary Random Processes: Covariance and Spectrum. Response of Linear Systems to Random Inputs: Discrete--Time Models. Response of LinearExpand
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Asymptotic and spectral properties of operator‐valued functions generated by aircraft wing model
The present paper is devoted to the asymptotic and spectral analysis of an aircraft wing model in a subsonic air flow. The model is governed by a system of two coupled integro-differential equationsExpand
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Asymptotic behaviour of the aeroelastic modes for an aircraft wing model in a subsonic air flow
The present paper is devoted to the asymptotic and spectral analysis of a model of an aircraft wing in a subsonic air flow. This model has been developed in the Flight Systems Research Center of theExpand
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Compensator design for stability enhancement with collocated controllers: explicit solutions
The author (ibid., vol.36, no.9, pp.994-1007, Sept. 1991) formulated and solved an optimal linear quadratic Gaussian (LQG) problem for stability enhancement for flexible structures with collocatedExpand
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Effects of Layer Thickness and Density on Settlement and Lateral Spreading
This paper presents the results of six large-scale centrifuge model tests that were performed to study the effect of relative density and thickness of sand layers on the amount of settlement andExpand
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Numerical Modeling of Seismic Soil-Structure Interaction for the Cut-and-Cover Structure BART Warm Spring Extension
This paper presents the technical approach and the results of site response and seismic soil-structure interaction (SSI) analyses performed to develop free-field and SSI racking deformation that theExpand
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Unsteady Aerodynamics - Subsonic Compressible Inviscid Case
This paper presents a new analytical treatment of Unsteady Aerodynamics - the linear theory covering the subsonic compressible (inviscid) case - drawing on some recent work in Operator Theory andExpand
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Reduction of Boundary Value Problem to Possio Integral Equation in Theoretical Aeroelasticity
TLDR
We provide a rigorous reduction of the initial boundary value problem involving a partial differential equation for the velocity potential and highly nonstandard boundary conditions to a singular integral equation, the Possio equation. Expand
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