An important yet difficult aspect of the finite element model updating problem is to preserve
the original inherent structures in the updated model. The analytical matrices resulting from …

This paper considers design of controllers for highly resonant systems. Resonant systems
are generally modeled as lightly damped linear systems. The purpose of control design is to …

This paper presents a new method for linearly structured quadratic model updating problem
for the second order damped system. This problem is concerned with updating the quadratic …

Two most important yet difficult characteristics of the finite element model updating problem
are to preserve the finite element inherited structures in the updated model and maintain no …

Abstract Model updating is a method of correcting analytical models, such as the finite
element models, by improving the correlation between the measured data and the analytical …

A flexible structure model with collocated sensor/actuator pairs is considered. The resonant
modes of the collocated structure are damped by designing a suitable Positive Position …

This paper concerned with the study of the symmetric tridiagonal partial quadratic inverse
eigenvalue problem (SPQIEP) for the quadratic matrix pencil. SPQIEP deals with finding the …

A variety of problems in control engineering field deal with mathematical models with
systems of second-order differential equations, resulting from first-principles analysis using …

An important and difficult aspect for the finite element model updating problem is to make the
updated model have physical meaning, that is, the connectivity of the original model should …

The structured partial quadratic inverse eigenvalue problem (SPQIEP) is to construct the
structured quadratic matrix polynomial using the partial eigendata. The structures arising in …