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SKIN MODEL SHAPES: OFFERING NEW POTENTIALS FOR MODELLING PRODUCT SHAPE VARIABILITY

机译:皮肤模型形状:提供用于建模产品形状变异性的新电位

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The modelling of nominal product geometry by computeraided design tools has gained immense attention in industry during the last decades and is nowadays an integral part of the virtual product development process. However, the established geometry representation schemes for CAD imply severe drawbacks regarding the modelling of geometric part deviations, which are inevitably observed on every manufactured artefact. As a response, the concept of Skin Model Shapes, which stems from international standards for geometric product specification and verification, has been developed as a novel approach for the consideration of product shape variability. It employs discrete geometry methods and computational techniques, such as point clouds, surface meshes and geometric processing, to model shape variability and to facilitate the communication of geometric product information throughout the product design, manufacturing, and inspection processes. This paper highlights the foundations of this concept, demonstrates its potentials for the representation of product geometry considering geometric variations along the product lifecycle, and illustrates main applications in the context of computer aided product and process development. In this regard, a focus is laid upon recent results and contributions, such as contact modelling, tolerance analysis, and motion tolerancing based on Skin Model Shapes. Furthermore, challenges for future research, such as the application to complex shapes and compliant parts, as well as the consideration of novel manufacturing processes, are discussed.
机译:在过去的几十年中,通过电脑设计工具的标称产品几何建模在行业中取得了巨大的关注,现在是虚拟产品开发过程的一个组成部分。然而,CAD的已建立的几何表示方案意味着关于几何部件偏差的建模的严重缺点,这在每个制造的艺术品上不可避免地观察到。作为响应,皮肤模型形状的概念,源于几何产品规范和验证的国际标准,已成为考虑产品形状变异性的新方法。它采用离散的几何方法和计算技术,例如点云,表面网格和几何处理,以模拟形状可变性,并促进整个产品设计,制造和检查过程的几何产品信息的通信。本文突出了该概念的基础,演示了其对产品几何形状表示的潜力,考虑到产品生命周期的几何变化,并说明了计算机辅助产品和过程开发的主观应用。在这方面,基于皮肤模型形状,诸如最近的结果和贡献,例如基于皮肤模型形状的接触建模,公差分析和运动公差等焦点。此外,还讨论了未来研究的挑战,例如应用于复杂形状和柔顺部分的应用以及对新的制造过程的考虑。

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