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Applied reanalysis techniques for large scaled structural mechanical optimization problems covering automotive needs

机译:应用再分析技术解决涵盖汽车需求的大规模结构机械优化问题

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Simulation of automotive vehicles has recently become an important step in car development. Rapid prototyping, which offers a close to market product, with less experimental testing, requires a fast and accurate computer simulation to guarantee a quality product. Several optimization techniques were developed over the years and are today available in many commercial software packages and play an important role in the design process. With the increasing capabilities for simulation, enabled by evolving algorithms and improved computer hardware, the demand for optimization processes covering all the simulated functions has increased. Most simulations for real world problems, such as static and dynamic behaviour of an automotive vehicle or its acoustic behaviour due to road and engine excitation loads, require detailed and large multi million degrees of freedom (DOF) finite element models to ensure accurate results. Calculation using these models is still a significant challenge. Multidisciplinary optimization is not achievable within a reasonable time using the current analytical methods and computer hardware. The following paper presents an approach for solving one aspect of the problem mentioned above. It is based on the reduction technique proposed by Kirsch and is referred to as the combined approximations (CA).
机译:汽车仿真最近已成为汽车开发中的重要一步。快速原型制作提供了接近市场的产品,而实验测试却较少,因此需要快速而准确的计算机仿真才能保证高质量的产品。多年来开发了多种优化技术,如今已在许多商业软件包中使用,并且在设计过程中起着重要作用。随着仿真能力的提高,算法的不断发展和计算机硬件的改进,对涵盖所有仿真功能的优化过程的需求也不断增加。对于现实世界中的大多数问题(例如汽车的静态和动态行为,或由于道路和发动机的激励负载而引起的声学行为)的仿真,都需要详细且庞大的数百万自由度(DOF)有限元模型来确保准确的结果。使用这些模型进行计算仍然是一个巨大的挑战。使用当前的分析方法和计算机硬件,无法在合理的时间内实现多学科的优化。以下论文提出了一种解决上述问题的一个方面的方法。它基于Kirsch提出的归约技术,被称为组合近似(CA)。

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