作者: Wen-Fung PAN , Kuen-Tong LEU
DOI: 10.1299/JSMEA1993.40.2_189
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摘要: In this study, we employ the ordinary-differential constitutive equations of endochronic theory to investigate collapse a thin-walled tube subjected bending. A virtual work approach is used formulate problem, which results in set nonlinear algebraic that are numerically solved. Experimental data on 6061-T6 aluminum alloy under cyclic bending and 304 stainless steel combined external pressure found previous literature compared with theoretical simulation. The experimental good agreement. Finally, by using rate-sensitivity function intrinsic time measure theory, analysis extended viscoplastic Owing hardening metal for faster curvature rate, magnitude limit moment, ovalization cross section value at theoretically demonstrated have increased.