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The process modelling of epoxy dispensing for microchip encapsulation using fuzzy linear regression with fuzzy intervals

机译:带有模糊区间的模糊线性回归的微胶囊封装环氧树脂点胶工艺模型

摘要

Epoxy dispensing is a popular way to perform microchip encapsulation for chip-on-board (COB) packages. However, the determination of the proper process parameters setting for a satisfactory encapsulation quality is difficult due to the complex behaviour of the encapsulant during the dispensing process and the inherent fuzziness of epoxy dispensing systems. Sometimes, the observed values from the process may be irregular. In conventional regression models, deviations between the observed values and the estimated values are supposed to have a probability distribution. However, when data is scattered, the obtained regression model has too wide of a possibility range. These deviations in processes such as epoxy dispensing can be regarded as system fuzziness that can be dealt with satisfactorily using a fuzzy regression method. In this paper, the fuzzy linear regression concept with fuzzy intervals and its application to the process modelling of epoxy dispensing for microchip encapsulation are described. Two fuzzy regression models, expressing the correlation between various process parameters and the two quality characteristics, respectively, were developed. Validation experiments were performed to demonstrate the effectiveness of the method for process modelling.
机译:环氧树脂点胶是一种用于板载芯片(COB)封装的微芯片封装的流行方法。然而,由于在分配过程中密封剂的复杂行为以及环氧树脂分配系统固有的模糊性,难以确定适当的工艺参数设定以获得令人满意的封装质量。有时,从过程中观察到的值可能不规则。在传统的回归模型中,观察值和估计值之间的偏差被认为具有概率分布。但是,当数据分散时,获得的回归模型的可能性范围太宽。诸如环氧树脂分配之类的过程中的这些偏差可以被认为是系统的模糊性,可以使用模糊回归方法令人满意地处理该模糊性。本文介绍了具有模糊区间的模糊线性回归概念及其在微胶囊封装环氧树脂点胶过程建模中的应用。建立了两个模糊回归模型,分别表示各种工艺参数与两个质量特征之间的相关性。进行验证实验以证明该方法用于过程建模的有效性。

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