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硬化材料弹塑性高精元二次规划解的自校正理论及应用
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作者 陈冰 孙秦 郭英男 《铸造技术》 CAS 北大核心 2007年第3期421-424,共4页
建立了自校正参变量势能变分原理,并建立起相应的高精有限元计算格式;在推导各向同性硬化材料的加载面线化方程的基础上,建立起弹塑性问题的高精元二次规划解格式;该算法方案涉及大规模数值计算,由此,对大规模二次规划求解策略进行了研... 建立了自校正参变量势能变分原理,并建立起相应的高精有限元计算格式;在推导各向同性硬化材料的加载面线化方程的基础上,建立起弹塑性问题的高精元二次规划解格式;该算法方案涉及大规模数值计算,由此,对大规模二次规划求解策略进行了研究,并由算例验证了其正确性和可行性。提出的理论与算法体系对于计算大型工程机械产品的构件内力与形变有广泛的应用前景。 展开更多
关键词 自校正参变量变分原理 高精有限元 硬化材料 二次规划解策略
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Modeling the flow curve of hot deformed austenite under industrial rolling conditions
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作者 John J JONAS Xavier QUELENNEC 《Baosteel Technical Research》 CAS 2010年第S1期30-,共1页
A 0.02%C plain carbon steel and a 0.11%C Nb-modified steel were tested in compression in the austenite temperature range.The critical strains for the initiation of dynamic recrystallization were determined from the 41... A 0.02%C plain carbon steel and a 0.11%C Nb-modified steel were tested in compression in the austenite temperature range.The critical strains for the initiation of dynamic recrystallization were determined from the 41 stress-strain curves obtained,using the double differentiation method.The work hardening behavior up to the critical strain was analyzed with the aid of a dislocation density model and the work hardening parameters r and h were derived in this way.These parameters were used to model the austenite flow curves beyond the critical strain, i.e.in the absence of dynamic recrystallization.The net softening attributable to dynamic recrystallization was defined as the difference between the calculated work hardening curve and the experimental flow curve.The softening data are expressed in the form of Avrami kinetics.Using the dependences of the work hardening parameters and Avrami kinetic parameters on Z,the Zener-Hollomon parameter,it is shown how the flow curves pertaining to industrial rolling conditions can be modeled. 展开更多
关键词 austenitic steels dynamic recrystallization work hardening parameters Avrami kinetics
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