A Numerical Simulation Method for Large-Scale Fractured Reservoirs
A numerical simulation, large-scale technology, applied in the direction of electrical digital data processing, special data processing applications, instruments, etc., can solve the problem that the equivalent permeability tensor of fractured reservoirs is difficult to solve, the reservoir cannot strictly guarantee the local mass conservation, Problems such as ambiguity in physical meaning can achieve the effect of ensuring local mass conservation, improving computational efficiency, and strong operability
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Embodiment 1
[0140] Research such as image 3 The shown reservoir model contains large-scale fractures, its size is W(1m)×H(1m), and the thickness of the reservoir is 10cm. It is assumed that the bedrock of the model is homogeneous and isotropic, and the porosity of the bedrock is φ=0.2. Permeability K m =10 -3 μm 2 , in the lower left corner of the model (0,0)m is an injection well, injecting water at a rate of 0.01PV / d, and in the upper right corner (1,1)m is a production well, producing liquid at a rate of 0.01PV / d. Assuming that the initial saturated oil, irreducible water saturation and residual oil saturation in the model are all 0, the viscosity of water μ w =1mPa·s, oil viscosity μ o =5mPa·s, the density of water ρ w =1000kg / m 3 , the density of oil ρ o =800kg / m 3 . There is a fracture with an azimuth angle θ in the model, its center coincides with the center point of the model, its opening e=1mm, and the fracture permeability K f =e 2 / 12=8.33×10 4 μm 2. In the discr...
Embodiment 2
[0151] Figure 7 The shown reservoir model contains complex large-scale fractures. The size of the reservoir is 300m×300m and the thickness is 10m. There are 3 fractures in the reservoir, and the starting coordinates of the fractures are (30, 150), (240, 225) , (125, 30), (200, 275) and (50, 100), (250, 50). Porosity φ=0.2, permeability K of homogeneous and isotropic bedrock m = 1μm 2 , oil-water physical parameters and fracture parameters are the same as those in Example 1. Water-phase relative permeability of bedrock and fractures Relative permeability of oil phase k ro =(1-S e ) 2 , where S e =(S w -S wr ) / (1-S wr -S or ), the residual oil saturation is 0.2, the initial reservoir pressure is 10MPa, and the injection well and production well velocity are both 10m 3 / day.
[0152] Based on this, the boundary information file, fracture information file and well information file of the reservoir are established. Mesh division can be obtained as follows: Figure ...
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