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- W94314064 abstract "An analysis using a true 3-D fracture requires the use of a mainframe computer, and is expensive and time-consuming. A large number of simplified 3-D fracture models—pseudo 3-D models—are commercially available. The pseudo 3-D model that runs on a personal computer with a reasonably short computing time and gives easy-to-read output graphs has become a popular tool in the industry. In principle, the pseudo 3-D models may be regarded as an extension of the KGD or the PKN models and include the fracture height growth. The simplest approach has been to determine the fracture height from the local net fluid pressure, i n-situ stress contrast, and rock toughness by satisfying the local static equilibrium. A constant fluid pressure is usually assumed over the vertical cross section of the fracture, and the fluid flow is one-dimensional along the direction of pay zone. The assumption of one-dimensional fluid flow inside the fracture creates an inconsistency in the calculation of fracture height growth. In Cleary's model, the fracture growth in one direction is governed by the KGD model and other by the PKN model when the fracture length is greater than the height. The interpretation is reversed by exchanging the length and the height, when the fracture length is smaller than the height. Various empirical equations are incorporated into the model to make the results reasonable and consistent with field experiences." @default.
- W94314064 created "2016-06-24" @default.
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- W94314064 date "2015-01-01" @default.
- W94314064 modified "2023-10-12" @default.
- W94314064 title "Proppant transport in a 3D fracture" @default.
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- W94314064 doi "https://doi.org/10.1016/b978-0-12-420003-6.00003-3" @default.
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