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Found 7 papers, 4 papers with code
DeepAngle: Fast calculation of contact angles in tomography images using deep learning
DeepAngle is a machine learning-based method to determine the contact angles of different phases in the tomography images of porous materials.
A comparative study of paired versus unpaired deep learning methods for physically enhancing digital rock image resolution
Recent developments in super resolution (SR) methods using deep learning allow the digital enhancement of low resolution (LR) images over large spatial scales, creating SR images comparable to the high resolution (HR) ground truth.
Deep learning of multi-resolution X-Ray micro-CT images for multi-scale modelling
The SR images and models are comparable to the HR ground truth, and generally accurate to within experimental uncertainty at the continuum scale across a range of flow rates.
Thermodynamics of fluctuations based on time-and-space averages
We show that while any stationary process can be represented as having zero entropy production, second law constraints due to the Clausius theorem are preserved due to the fact that heat and work are related based on conservation of energy.
Soft Condensed Matter
ML-LBM: Machine Learning Aided Flow Simulation in Porous Media
In the tortuous flow paths of porous media, Deep Learning techniques based on Convolutional Neural Networks (CNNs) are shown to give an accurate estimate of the steady state velocity fields (in all axes), and by extension, the macro-scale permeability.
Physical Accuracy of Deep Neural Networks for 2D and 3D Multi-Mineral Segmentation of Rock micro-CT Images
Segmentation of 3D micro-Computed Tomographic uCT) images of rock samples is essential for further Digital Rock Physics (DRP) analysis, however, conventional methods such as thresholding, watershed segmentation, and converging active contours are susceptible to user-bias.
Boosting Resolution and Recovering Texture of micro-CT Images with Deep Learning
The network shows comparable performance of 50% to 70% reduction in relative error over bicubic interpolation.
