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ASRSM: A Sequential Experimental Design for Response Surface Optimization

机译:ASRSM:响应面优化的顺序实验设计

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Most preset response surface methodology (RSM) designs offer ease of implementation and good performance over a wide range of process and design optimization applications. These designs often lack the ability to adapt the design on the basis of the characteristics of application and experimental space so as to reduce the number of experiments necessary. Hence, they are not cost-effective for applications where the cost of experimentation is high or when the experimentation resources are limited. In this paper, we present an adaptive sequential response surface methodology (ASRSM) for industrial experiments with high experimentation cost, limited experimental resources, and high design optimization performance requirement. The proposed approach is a sequential adaptive experimentation approach that combines concepts from nonlinear optimization, design of experiments, and response surface optimization. The ASRSM uses the information gained from the previous experiments to design the subsequent experiment by simultaneously reducing the region of interest and identifying factor combinations for new experiments. Its major advantage is the experimentation efficiency such that for a given response target, it identifies the input factor combination (or containing region) in less number of experiments than the classical single-shot RSM designs. Through extensive simulated experiments and real-world case studies, we show that the proposed ASRSM method outperforms the popular central composite design method and compares favorably with optimal designs.
机译:大多数预置的响应面方法(RSM)设计在广泛的过程和设计优化应用程序中提供了易于实现的性能和良好的性能。这些设计通常缺乏根据应用程序的特性和实验空间来适应设计的能力,从而减少了必要的实验次数。因此,对于实验成本高或实验资源有限的应用,它们并不具有成本效益。在本文中,我们提出了一种适用于工业实验的自适应顺序响应表面方法(ASRSM),具有较高的实验成本,有限的实验资源和较高的设计优化性能要求。提出的方法是一种顺序自适应实验方法,结合了非线性优化,实验设计和响应面优化等概念。 ASRSM使用从先前实验中获得的信息来设计后续实验,方法是同时缩小目标区域并确定新实验的因子组合。它的主要优点是实验效率高,因此对于给定的响应目标,与传统的单次RSM设计相比,它可以在较少的实验次数中确定输入因子组合(或包含区域)。通过广泛的模拟实验和实际案例研究,我们表明,提出的ASRSM方法优于流行的中央复合设计方法,并且与最佳设计相比具有优势。

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