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Geometry Assurance Integrating Process Variation With Simulation of Spring-In for Composite Parts and Assemblies

机译:复合零件和装配体的几何保证集成工艺变化与弹入仿真

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摘要

Geometrical variation and deviation in all the manufacturing processes affect the quality of the final product. Therefore, geometry assurance is an important tool in the design phase of a new product. In the automotive and aviation industries where the use of composite parts is increasing drastically, new tools within variation simulations are needed. Composite parts tend to deviate more from nominal specification compared to metal parts. Methods to simulate the manufacturing process of composites have been developed before. In this paper, we present how to combine the process variation simulation of composites with traditional variation simulations. The proposed method is demonstrated on a real complex subassembly, representing part of an aircraft wing-box. Since traditional variation simulation methods are not able to capture the spring-in and the special deviation behavior of composites, the proposed method adds a new feature and reliability to the geometry assurance process of composite assemblies.
机译:所有制造过程中的几何变化和偏差都会影响最终产品的质量。因此,几何形状保证是新产品设计阶段的重要工具。在汽车和航空工业中,复合零件的使用急剧增加,在变化模拟中需要新的工具。与金属零件相比,复合零件往往更偏离名义规格。以前已经开发了模拟复合材料制造过程的方法。在本文中,我们介绍了如何将复合材料的过程变化模拟与传统的变化模拟相结合。在代表飞机机翼盒一部分的实际复杂子组件上演示了该方法。由于传统的变化模拟方法无法捕获复合材料的弹入和特殊偏差行为,因此该方法为复合材料组件的几何保证过程增加了新的功能和可靠性。

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  • 来源
    《Journal of Computing and Information Science in Engineering》 |2016年第3期|031003.1-031003.7|共7页
  • 作者单位

    Product and Production Development, Chalmers University of Technology, Gothenburg SE-412 96, Sweden;

    Product and Production Development, Chalmers University of Technology, Gothenburg SE-412 96, Sweden;

    Fraunhofer-Chalmers Research Centre, Chalmers Science Park, Gothenburg SE-412 88, Sweden;

    Product and Production Development, Chalmers University of Technology, Gothenburg SE-412 96, Sweden;

    Product and Production Development, Chalmers University of Technology, Gothenburg SE-412 96, Sweden;

    Fraunhofer-Chalmers Research Centre, Chalmers Science Park, Gothenburg SE-412 88, Sweden;

    Mathematical Sciences, Chalmers University of Technology, Gothenburg SE-412 96, Sweden;

    Fraunhofer-Chalmers Research Centre, Chalmers Science Park, Gothenburg SE-412 88, Sweden;

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