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Minimizing staircase errors in the orthogonal layered manufacturing system

机译:最小化正交分层制造系统中的阶梯误差

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摘要

The factors that generally affect the slicing error in layered manufacturing (LM) processes are first analyzed, and issues pertaining to the current methods to deal with the slicing error are discussed in this paper. A method based on a recently developed and implemented orthogonal LM system to reduce the overall slicing error is presented. In this method, the flat region is separated from the stereolithography (STL) model and different processing methods are applied to the different areas in the part geometry. In addition, the mathematical model for calculating the slicing error is derived and an approach based on a genetic algorithm has been developed to optimize the build orientation in terms of minimizing the slicing error. Case studies are given to demonstrate the effectiveness and efficiency of the method. Note to Practitioner-The staircase effect has been the major concern for industry to widely adopt rapid prototyping technologies. It will not only worsen the surface quality but also create errors on the parts built. This paper introduces a novel approach to minimizing staircase errors based on a multidirectional deposition approach. A mathematical method combined with a generic algorithm is used to minimize the slicing errors. From the case study given, the approach has been proven to be effective in minimizing staircase errors and thus improving the rapid prototyping (RP) built part quality.
机译:首先分析了分层制造(LM)过程中通常影响切片误差的因素,并讨论了与当前解决切片误差的方法有关的问题。提出了一种基于最近开发和实现的正交LM系统的方法来减少整体切片误差。在这种方法中,平坦区域与立体光刻(STL)模型分离,并且对零件几何形状的不同区域应用了不同的处理方法。另外,推导了用于计算切片误差的数学模型,并且已经开发了一种基于遗传算法的方法,以在最小化切片误差的方面优化构建方向。案例研究证明了该方法的有效性和有效性。给从业者的注意-阶梯效应一直是业界广泛采用快速原型技术的主要关注点。这不仅会恶化表面质量,还会在制造的零件上产生误差。本文介绍了一种基于多方向沉积方法的最小化阶梯误差的新颖方法。结合通用算法的数学方法用于最小化切片误差。从给出的案例研究中,该方法已被证明可以有效地减少楼梯误差,从而提高快速成型(RP)零件的质量。

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