Fuzzy logic model of Langmuir probe discharge data

Byungwhan Kim , Jang Hyun Park , Beom-Soo Kim
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引用次数: 16

Abstract

Plasma models are crucial to gain physical insights into complex discharges as well as to optimizing plasma-driven processes. As an alternative to physical model, a qualitative model was constructed using adaptive fuzzy logic called adaptive network fuzzy inference system (ANFIS). Prediction performance of ANFIS was evaluated on two sets of experimental discharge data. One referred to as hemispherical inductively coupled plasma (HICP) was characterized with a 24 full factorial experiment, in which the factors that were varied include source power, pressure, chuck position, and Cl2 flow rate. The other called multipole ICP was characterized by performing a 33 full factorial experiment on the factors, including source power, pressure, and Ar flow rate. Trained ANFIS models were tested on eight and 16 experiments not pertaining to previous training data for HICP and MICP, respectively. Plasma attributes modeled include electron density, electron temperature, and plasma potential. The performance of ANFIS was optimized as a function of a type of membership function, number of membership function, and two learning factors. The number of membership functions was different depending on the type of plasma data and employing too large number of membership functions resulted in a drastic degradation in prediction performances. Optimized ANFIS models were compared to statistical regression models and demonstrated improved predictions in all comparisons.

Langmuir探针放电数据的模糊逻辑模型
等离子体模型对于获得复杂放电的物理见解以及优化等离子体驱动过程至关重要。作为物理模型的替代,利用自适应模糊逻辑构建了一个定性模型,称为自适应网络模糊推理系统(ANFIS)。利用两组实验数据对ANFIS的预测性能进行了评价。其中一种称为半球形电感耦合等离子体(HICP),通过24全因子实验对其进行了表征,其中包括源功率,压力,卡盘位置和Cl2流量。另一种称为多极ICP,通过对包括源功率,压力和Ar流量在内的因素进行33全因子实验来表征。训练后的ANFIS模型分别在与HICP和MICP之前的训练数据无关的8个和16个实验上进行测试。建模的等离子体属性包括电子密度、电子温度和等离子体势。该算法以隶属函数类型、隶属函数个数和两个学习因子为函数进行性能优化。隶属函数的数量随等离子体数据类型的不同而不同,使用过多的隶属函数会导致预测性能的急剧下降。将优化的ANFIS模型与统计回归模型进行比较,并在所有比较中证明了改进的预测。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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