Image-based Classification of Air Pollution Using Different Pretrained Cnn Models And A Small Dataset

Rayan Awni Matloob, Mohammed Ahmed Shakir
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Abstract

Because contaminants and particles are volatile, dynamic, and highly variable in both time and place, predicting air quality is a challenging endeavor. At the same time, the ability for modeling, predicting, and monitoring the quality of air is becoming increasingly pertinent. In this study, we demonstrate that utilizing several pretrained convolutional neural network models, such as ResNet18, ResNet50, ResNet101, Mobilenetv2 and Shufflenet is feasible to anticipate fine particulate matter (PM2.5) concentrations with minimal computation time. The results show that, it is possible to estimate the PM2.5 level through pretrained models using a small single scene dataset. The models are tested with 2500 images and trained with (50% for training, 25% for validation, and 25% for testing). Among all the models, ResNet101 has the highest accuracy prediction (Acc = 86.27% at LR = 0.0007) with an average learning time about (92 minutes) followed by ResNet50 that achieved a prediction accuracy equal to (Acc = 84.19% at LR=0.00007) with about half the needed learning time that is about (40 minutes). These followed by Shufflenet (Acc = 83.97% with about 44 minutes), and Mobilenetv2 (Acc = 82.70% with about 40 minutes). It is also noticeable that ResNet18 has a reasonable accuracy (Acc = 83.28%) with the least needed learning time about (16 minutes).
使用不同预训练Cnn模型和小数据集的基于图像的空气污染分类
由于污染物和颗粒在时间和地点上都是易挥发的、动态的和高度可变的,因此预测空气质量是一项具有挑战性的工作。与此同时,对空气质量进行建模、预测和监测的能力正变得越来越重要。在这项研究中,我们证明了使用几个预训练的卷积神经网络模型,如ResNet18, ResNet50, ResNet101, Mobilenetv2和Shufflenet,可以用最少的计算时间预测细颗粒物(PM2.5)浓度。结果表明,利用小型单场景数据集通过预训练模型估计PM2.5水平是可能的。使用2500张图像对模型进行测试,并对模型进行训练(50%用于训练,25%用于验证,25%用于测试)。在所有模型中,ResNet101的预测准确率最高(Acc = 86.27%, LR= 0.0007),平均学习时间约为(92分钟),其次是ResNet50,其预测准确率为(Acc = 84.19%, LR=0.00007),所需学习时间约为(40分钟)的一半。其次是Shufflenet (Acc = 83.97%,约44分钟)和Mobilenetv2 (Acc = 82.70%,约40分钟)。同样值得注意的是,ResNet18具有合理的准确率(Acc = 83.28%),最少需要的学习时间约为(16分钟)。
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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