Three-dimensional numerical model design for sand production of oil well
A three-dimensional numerical and model design technology, applied in the direction of calculation, 3D modeling, image data processing, etc., can solve the problems of difficult determination of fluid boundary conditions, complex interactions, and inability to accurately explain the occurrence and development process of sand production. Feasibility and stability, effect to ensure effectiveness
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Embodiment 1
[0043] This embodiment discloses a specific three-dimensional numerical simulation method for oil well sand production, which mainly includes the following steps, namely:
[0044] The first step: read in the data of the actual oil well, and establish a three-dimensional numerical model of the oil well in the cylindrical coordinate system. Among them, the most important thing is to establish the three-dimensional numerical model of the perforation in the cylindrical coordinate system according to the specific size and position of the perforation.
[0045] The perforation three-dimensional numerical model has an inner hole radius, an outer radius of the perforation model, and an elastic-plastic boundary. The actual perforation is distributed in the sandstone around the oil well, including the through inner hole and the sandstone around the inner hole. The sandstone near the inner hole is the plastic area, and the periphery of the plastic area is the elastic area. see figure 1...
Embodiment 2
[0061] In this embodiment, according to the method disclosed in Embodiment 1, fluid-solid coupling analysis is performed.
[0062] With the fluid unit N in embodiment 1 i For example, get t=t 1 porosity and the fluid pressure gradient and drag forces acting on the particles. Due to the movement of particles under force, the position of particles is redistributed, and the porosity of the fluid unit changes. The change of the porosity in turn causes the change of the drag force and the fluid pressure gradient, thereby causing the change of the micro-mechanical effect of the particles and the macro-mechanical properties of the model. As an implementation, the time increment step Δt, obtain t=t 1 Porosity at +Δt and fluid pressure gradient and drag forces acting on the particles. According to the calculated drag coefficient and fluid pressure coefficient The fluid-structure interaction force acting on the particles is obtained:
[0063] Forces acting on sandstone grains ...
Embodiment 3
[0067] In this embodiment, the specific reservoir sandstone is selected, and the ratio of the largest particle to the minimum particle radius of the sandstone, the density of the sandstone particle, the normal stiffness and tangential stiffness of the parallel bond, the friction coefficient of the particle, the normal stiffness and the tangential stiffness of the particle are set. Tangential stiffness, normal strength and tangential strength of parallel bonding, minimum particle radius and bonding radius ratio of bonding degree, average diameter of particles along radial direction average particle velocity and the average velocity u of the fluid element f,r . The above parameters are obtained according to the actual oil well perforation test, and the parallel bond stiffness and particle stiffness are determined according to engineering experience and tests. According to the method disclosed in Example 1, the porosity of each fluid unit, the drag force and pressure gradient...
PUM
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