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摘要:
成像测井是复杂储层测井评价中的重要技术手段。通过成像测井,可以获得井周的电阻率分布二维图像,用于评价井壁缝洞发育和地层沉积构造等。但由于电阻率成像测井仪器的特点,电阻率测井图像上会出现空白条带,这增加了计算机对电成像资料处理的难度。目前的图像修复方法和现有的神经网络图像修复方法在待填充部分占比较大时效果都不好。因此,迫切需要基于深度学习的智能修复方法。以一种基于快速傅里叶卷积的成像测井图像空白条带填充网络为基础,将西南油气田的电成像测井图像构建为数据集,训练得到一种基于快速傅里叶卷积的成像测井图像空白条带智能填充深度学习算法。对比各种算法的时间,结果表明:所提算法在条带宽度大的成像测井图像中修复效果较优,同时修复效率提升明显。通过所提方法实现了成像测井空白条带的快速、准确和智能化修复,实现了全井眼图像的快速生成,并解决了全井眼图像获取的困难。
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关键词:
- 电成像测井 /
- 空白条带填充 /
- 神经网络 /
- 快速傅里叶卷积神经网络 /
- 图像修复
Abstract:Imaging logging is an important technique for complex reservoir evaluation. It provides a two-dimensional image of the wellbore, showing the wellbore’s structural features and playing an important role in evaluating seam holes and sedimentary structures. However, the lack of a resistivity imaging logging device causes blank streaks to show up on the logging images, which makes computer data processing more challenging and affects visual continuity in manual identification. Currently, traditional image inpainting methods and neural networks do not perform well on filling the well logging images. Therefore, there is an urgent need to research a deep learning-based image inpainting method for blank streaks in imaging logging images. A dataset was constructed using electrical imaging logging images from the LG area of the Southwest Oil and Gas Field. This dataset was used to train a new deep learning algorithm for intelligent restoration of blank streaks based on fast Fourier convolution, based on a fast Fourier convolution neural network for filling blank streaks in imaging logging images. This technique solves the challenge of acquiring entire wellbore photos and makes it possible to quickly, accurately, and intelligently inpaint blank streaks in well logging images.
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表 1 下采样卷积层所采用卷积核个数、尺寸及通道数
Table 1. The number, size, and channels of the convolutional kernels used in the downsampling convolutional layer
层数 卷积核个数 卷积核尺寸 卷积核通道数 1 64 7×7 4 2 128 3×3 64 3 256 3×3 128 表 2 竖条状掩码示例
Table 2. Examples of vertical striped masks
掩码占比/% 掩码 10 
20 
30 
40 
表 3 随机形状掩码示例
Table 3. Examples of random shaped masks
掩码类型 掩码 细 
中 
粗 
表 4 不同算法模型填充速度对比
Table 4. Comparison of filling speeds for different algorithm models
算法 填充每10 m电成像测井
图像所耗时间/sLog-LaMa 0.375 Criminisi 26 640 Filtersim 13 FcF 0.6 MAT 0.25 表 5 不同宽度条带下Log-LaMa网络与Filtersim算法填充FID对比
Table 5. Comparison of FID for the filling performance of Log-LaMa network and Filtersim algorithm under different stripe widths
条带
占比/%FID Log-LaMa Criminisi Filtersim FcF MAT 10 0.150 2.391 0.203 0.156 0.151 20 0.422 25.680 0.650 0.593 0.617 30 0.890 30.010 1.124 0.933 1.015 40 1.511 34.200 1.941 1.477 1.520 -
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