首页> 外文会议>1997 ASME design engineering technical conferences (DETC'97) >COMPUTATIONALLY SIMPLE XEROGRAPHIC SUBSYSTEM MODELS FOR SYSTEM MODEL SYNTHESIS USING MARS
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COMPUTATIONALLY SIMPLE XEROGRAPHIC SUBSYSTEM MODELS FOR SYSTEM MODEL SYNTHESIS USING MARS

机译:火星用于系统模型合成的计算简单干线子系统模型

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This paper presents the application of the MARS (Multivariate AdaptivernRegression Splines) (Friedman [1])algorithm as an approach for developingrncomputationally simple input-output models of subsystems. The algorithm willrnbe used to construct models from experimental data as well as to developrnsimpler approximate models from computationally expensive finite elementrnmodels over a range of design variables of interest. It will be demonstrated thatrnthese simplified models can then be used to construct more elaborate systemrnmodels that consist of a large number of interacting subsystems. The systemrnmodel can be used for performing a large number of what-if studies andrnstudying the interactions between the subsystems. The examples presented inrnthis paper will be from the xerographic design domain although this approachrnto modeling can be applied to other engineering domains as well. Specificrnadvantages of this approach will be highlighted including its ability to handlernmoderately large data-sets in a semi-automated manner.
机译:本文介绍了MARS(多元自适应回归样条)(Friedman [1])算法的应用,作为开发子系统的计算简单输入输出模型的一种方法。该算法将用于从实验数据构建模型,以及在一系列感兴趣的设计变量上从计算量大的有限元模型开发更简单的近似模型。将会证明,这些简化的模型随后可用于构建由大量交互子系统组成的更精细的系统模型。系统模型可用于执行大量的假设研究和研究子系统之间的相互作用。本文介绍的示例将来自静电印刷设计领域,尽管这种建模方法也可以应用于其他工程领域。将重点介绍这种方法的特定优点,包括以半自动方式处理中等大小的数据集的能力。

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