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Given same fracture size, the expanded multiples of permeability are inversely proportional to permeability.
In addition, Alsaba (2015) performed similar static condition tests using this fracture size.
A larger injection rate enhances the fracture size and the complexity of the fracture network.
They concluded that an inverse relationship exists between radiocapitellar joint stability and radial head fracture size [7].
The assumption may result in under-estimation of hydraulic fracture size, and therefore RTA results may be optimistic.
In another study by Beingessner et al. [7] the effect of radial head fracture size on radiocapitellar stability was examined.
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In the preceding section we postulated different viscosities for different fracture sizes.
The functions used in the model update scheme allow the model to achieve an acceptable fit to the points and to converge to acceptable fitted fracture sizes.
According to Al-Saba et al. (2014a, b), these big fracture sizes have apertures that are equal to or larger than few millimeters wide, and LCMs fail to bridge properly to seal it.
When the permeability of the second layer is 1, 5 and 10 × 10−3 μm2, respectively, and the fracture sizes are 35, 45, 50, 55, 60, 65 and 75%, respectively, we got the corresponding expanded multiples of permeability with the above same steps.
During the process of layer recombination, the expanded multiples of permeability of layers with artificial fractures could be determined according to its permeability and fracturing size.
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