First error analyses for finite element solutions of boundary value problems involving cylinders moving in the axial direction

M. Raffetto, P. K. Ramakrishnan
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Abstract

A first error analysis for finite element solutions of time-harmonic boundary value problems involving cylinders moving in the axial direction is carried out. It is shown that the solutions are affected by errors which behave in a very regular way, as it happens with traditional problems and finite element simulators in the presence of motionless objects. The effects of the motion on the errors considered seems to be not able to significantly modify the usual reliability of finite element simulators.
圆柱轴向运动边值问题有限元解的误差分析
对圆柱轴向运动时谐边值问题的有限元解进行了首次误差分析。结果表明,解受到误差的影响,这些误差以一种非常规则的方式表现出来,就像在存在不动物体的传统问题和有限元模拟器中发生的那样。运动对所考虑的误差的影响似乎不能显著地改变通常的有限元模拟器的可靠性。
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