用于結(jié)構(gòu)位移場重構(gòu)的逆有限元法研究
[Abstract]:With the development of space science and technology, the number of flexible components in space structures is increasing. These space structures need to maintain high shape accuracy during operation time. In order to understand the working performance of spatial structure, it is necessary to monitor the structure health of flexible parts. Displacement reconstruction in structural health monitoring is based on a series of sensors, which are embedded or pasted on the structure to obtain the measured values of the dynamic response of the structure during the timing sampling, from which the characteristic factors are extracted. The sensitivity of the damage was calculated and the characteristic factors were statistically analyzed to judge the health status of the structure. The structural health monitoring system is an automatic system for automatically reporting the state of the structure through remote or local network by monitoring the structure continuously in real time and on-line, checking and detecting the damage degree of the structure and finally reporting the state of the structure automatically through the remote or local network. Based on the inverse finite element method for beam and plate structure, the theoretical derivation of the inverse finite element method and the comparison of the results of solid analysis are presented in this paper. According to the forward finite element theory, the eight-node hexahedron element in the finite element method is established, and the finite element formula of the enhanced assumed strain is added. On this basis, a new inverse finite element theoretical derivation method is proposed, in which the strain calculated by ABAQUS is regarded as "experimental data", and the displacement field of the structure is obtained by using the least square method to approximate the theoretical data and experimental data. The calculated results are compared with those based on the traditional finite element method. The results of displacement obtained by the new method are less than 5% compared with those obtained by the high density finite element method.
【學(xué)位授予單位】:南京航空航天大學(xué)
【學(xué)位級別】:碩士
【學(xué)位授予年份】:2016
【分類號】:O241.82
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