首页> 外文会议>132nd TMS Annual Meeting, Mar 2-6, 2003, San Diego, California >START-Cuve: Thermo-electro-mechanical transient simulation applied to electrical preheating of a Hall-Heroult cell
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START-Cuve: Thermo-electro-mechanical transient simulation applied to electrical preheating of a Hall-Heroult cell

机译:START-Cuve:将热-机电瞬态仿真应用于霍尔-赫罗尔特电池的电预热

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The phenomena taking place during the start-up of an aluminum reduction cell are complex and difficult to analyze. Experimental tests on industrial cells are difficult, time-consuming and expensive. Mathematical modeling offers here a good way to study the impact of design and startup methods on thermo-mechanical equilibrium in a cell. An overview of the research program, called START-Cuve, involving industrial and university researchers, will be given. The material characterization part will be briefly described. The finite element modeling approach of the research program will then be developed more thoroughly. The numerical resolution of the fully coupled thermo-electro-mechanical problem, solved with a finite element code able to cope with complex constitutive laws and multiple thermo-electro-mechanical interfaces, is a great challenge (Cross et al, 2000). In this paper, the architecture of the software is presented. The emphasis will be put on the multi-physic resolution in the context of the simulation of an electrical cell preheat, with a focus on three aspects: multi-field material constitutive laws, thermo-electro-mechanical contact between surfaces and numerical resolution of the problem. Finally, we present how the finite element analysis can advantageously be combined with experimental test results to identify specific parameters using reverse engineering approaches.
机译:在铝还原池启动期间发生的现象是复杂的并且难以分析。工业电池的实验测试困难,耗时且昂贵。在这里,数学建模为研究设计和启动方法对电池中热机械平衡的影响提供了一个好方法。将给出涉及工业和大学研究人员的名为START-Cuve的研究程序的概述。将简要描述材料表征部分。然后,将对研究程序的有限元建模方法进行更全面的开发。用能够应付复杂的本构定律和多个热电-机械界面的有限元代码来解决完全耦合的热电-机械问题的数值分辨率是一个巨大的挑战(Cross等,2000)。本文介绍了该软件的体系结构。在模拟电池预热的过程中,重点将放在多物理分辨率上,重点放在三个方面:多场材料本构定律,表面之间的热电机械接触以及电池的数值分辨率。问题。最后,我们介绍了如何使用逆向工程方法将有限元分析与实验测试结果有利地结合起来,以识别特定参数。

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