Title :
Study on primary resonance of ceramic and metal functionally graded material rectangular plate subjected to mechanical force
Author :
Yang Zhi-an ; Jia Shang-shuai
Author_Institution :
Tangshan Key Lab. of Struct. & Vibration Eng., Tangshan Coll., Tangshan, China
Abstract :
According to the nonlinear dynamics equation of the functionally graded material rectangular plate, the nonlinear vibration equation of ceramic and metal functionally graded material rectangular plate subjected to mechanical force excitation is obtained in order to study primary resonance of ceramic and metal functionally graded material rectangular plate subjected to mechanical force excitation. By means of the method of multiple scales, the approximation solution of primary resonance of the system is acquired, and numerical analysis of the influence of damping excitation as well as geometric parameters on amplitude frequency response curve of the primary resonance system is carried out.
Keywords :
approximation theory; ceramics; damping; functionally graded materials; metals; nonlinear equations; numerical analysis; plates (structures); resonance; vibrations; amplitude frequency response curve; ceramic resonance; damping excitation; functionally-graded material rectangular plate; geometric parameters; mechanical force excitation; metal resonance; nonlinear dynamic equation; nonlinear vibration equation; numerical analysis; primary resonance system; Ceramics; Equations; Force; Frequency response; Metals; Vibrations; Amplitude Frequency Response Curves; Functionally Graded Material; Nonlinear Vibration; Primary Resonance; The Method Of Multiple Scales;
Conference_Titel :
Control Conference (CCC), 2010 29th Chinese
Conference_Location :
Beijing
Print_ISBN :
978-1-4244-6263-6
