Title :
Structure buckling reliability analysis of supercavitating projectile
Author :
Zhou, Ling ; Yang, Chunlei ; Jia, Hongguang
Author_Institution :
Dept. of New Technol., Changchun Inst. of Opt., Fine Mech. & Phys., Changchun, China
Abstract :
Because the underwater velocity of supercavitating projectile is very high, its structure undergo high longitudinal force. It is necessary to perform structure buckling reliability analysis because the randomicity of structural own parameters and flow parameters should be considered. Critical buckling load of supercavitating projectile is calculated by Galerkin method. The partial matrixes of critical buckling load implicit function to each random variable are deduced, and structural buckling reliability index is calculated by limit step length iteration method. Numerical results show that the critical buckling load and structural buckling reliability index increase with the increase of the ratio of base diameter to cavitator diameter. And structural buckling reliability index increase with the decrease of velocity coefficient.
Keywords :
Galerkin method; buckling; cavitation; iterative methods; matrix algebra; projectiles; random processes; reliability; structural engineering; Galerkin method; cavitator diameter; critical buckling load implicit function; flow parameters; limit step length iteration method; longitudinal force; partial matrix; random variable; structure buckling reliability analysis; supercavitating projectile; underwater velocity; velocity coefficient; Educational institutions; Indexes; Moment methods; Physics; Projectiles; Random variables; Reliability; Galerkin method; critical buckling load; limit step length iteration method; partial matrixes; supercavitating projectile;
Conference_Titel :
Electrical and Control Engineering (ICECE), 2011 International Conference on
Conference_Location :
Yichang
Print_ISBN :
978-1-4244-8162-0
DOI :
10.1109/ICECENG.2011.6058096