Titlebook: Spectral Finite Element Method; Wave Propagation, Di S. Gopalakrishnan,A. Chakraborty,D. Roy Mahapatra Book 2008 Springer-Verlag London 200

Surgeon

Solution of Inverse Problems: Source and System Identification, industrial significance. To start with, one important application of the spectral formulation is in solving inverse problems, ., source identification and parameter estimation. Because of the frequency domain formulation of spectral elements, where the input and output responses are algebraically c

committed

Application of SFEM to SHM: Simplified Damage Models,d the measured output(s). In composite structures, delamination is the common type of failure. If the size of the delamination is very small, it results in negligible loss of stiffness and hence lower vibrational modes will be least affected. Hence, SHM studies require high frequency content inputs

有說服力

Spectral Finite Element Method for Active Wave Control,s and MEMS has laid the path towards implementation of such concepts. Structures made of multi-functional composites have provided a wide range of platforms for precision sensing, distributed actuation and control related applications. Most of the mathematical frameworks behind the control systems n

精致

露天歷史劇

大看臺

牽連

一小塊

收到

Wave Propagation in Two-dimensional Anisotropic Structures,ials can be both anisotropic and inhomogeneous. Further, these systems are required to resist harsh environments, such as impact load, high temperature load, . in their lifetime. Hence, analysis of these layered systems for such loading is important and requires critical attention.

right-atrium