3D pore space reconstruction using deep residual deconvolution networks

被引:0
作者
Ting Zhang
Pengfei Xia
Yi Du
机构
[1] Shanghai University of Electric Power,College of Computer Science and Technology
[2] Shanghai Polytechnic University,College of Engineering
来源
Computational Geosciences | 2021年 / 25卷
关键词
Deep learning; Residual deconvolution network; Reconstruction; Digital core; Pore space; 86A32; 94A08; 62H11; 62 M30;
D O I
暂无
中图分类号
学科分类号
摘要
The observation and analyses of cores are the bases of various studies on oil and gas exploration and development. However, the real natural cores suffer from their own instability and constant weathering or erosion as well as experimental damages, leading to the changes of their physical and chemical characteristics. Digital cores can address the above issues by core digitalization and then reusing the original core images or data without damaging the real samples. The 3D reconstruction of pore space actually is an important step for the construction of 3D digital cores. There are two main ways for the reconstruction of pore space including physical experimental methods and numerical reconstruction methods. Physical experimental methods usually are quite time-consuming and expensive while numerical reconstruction methods are relatively inexpensive and more efficient. With the flourishing development of deep learning and its variants, the reconstruction of pore space possibly can benefit from the strong inherent ability of extracting characteristics from training images (TIs) hidden in deep learning. This paper proposes a reconstruction method using a deep residual deconvolution network (DRDN), considered as a variant of deep learning, in which the characteristics of TI are learned by using constant residual convolution in training and then the pore space is reconstructed by adding the previous residual convolution results to each deconvolution layer. Compared to some other typical numerical reconstruction methods, our method shows its efficiency and practicability in the reconstruction of 3D pore space.
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页码:1605 / 1620
页数:15
相关论文
共 62 条
  • [1] Alexander SK(2009)Hierarchical annealing for synthesis of binary images Math. Geosci. 41 357-378
  • [2] Fieguth P(2020)An Axis based mean filter for removing high-intensity salt and pepper noise. 2020 IEEE Calcutta conference (CALCON), Kolkata India 2020 363-367
  • [3] Ioannidis MA(2016)Image super-resolution using deep convolutional networks IEEE Trans. Pattern Anal. Mach. Intell. 38 295-307
  • [4] Vrscay ER(1997)Statistical characterization and stochastic modeling of pore networks in relation to fluid flow Math. Geol. 29 801-822
  • [5] Anindita K(2009)Sequential indicator simulation and indicator kriging estimation of 3-dimensional soil textures Aust. J. Soil Res. 47 622-631
  • [6] Sumanta B(2015)Truncated Gaussian and derived methods Compt. Rendus Geosci. 348 510-519
  • [7] Chittabarni S(2003)Spatial connectivity: from variograms to multiple-point measures Math. Geol. 35 915-925
  • [8] Souptik B(2018)An improved ResNet based on the adjustable shortcut connections IEEE Access 6 18967-18974
  • [9] Dong C(2006)Using the Snesim program for multiple-point statistical simulation Comput. Geosci. 32 1544-1563
  • [10] Loy CC(2003)A variety of multichannel sigma filters Proceedings of SPIE - The International Society for Optical Engineering 5146 244-253