Introduction

The initial production of hydrocarbons from an oil-bearing formation is accomplished by the use of natural reservoir energy. As discussed in this type of production is termed primary production. Sources of natural reservoir energy that lead to primary production include the swelling of reservoir fluids, the release of solution gas as the reservoir pressure declines, nearby… Continue reading Introduction

Oil Recovery by Internal Gas Drive

Oil is produced from volumetric, undersaturated reservoirs by expansion of the reservoir fluids. Down to the bubble-point pressure, the production is caused by liquid (oil and connate water) expansion and rock compressibility. Below the bubble point, the expansion of the connate water and the rock compressibility are negligible, and as the oil phase contracts owing… Continue reading Oil Recovery by Internal Gas Drive

The Displacement of Oil by Gas, with and without Gravitational Segregation

The method discussed in the previous section also applies to the displacement of oil by gas drive. The treatment of oil displacement by gas in this section considers only gravity drainage along dip. Richardson and Blackwell showed that in some cases there can be a significant vertical component of drainage.9 Due to the high oil-gas… Continue reading The Displacement of Oil by Gas, with and without Gravitational Segregation

Immiscible Displacement Processes

The Buckley-Leverett Displacement Mechanism Oil is displaced from a rock by water similar to how fluid is displaced from a cylinder by a leaky piston. Buckley and Leverett developed a theory of displacement based on the relative permeability concept.8 Their theory is presented here. Consider a linear bed containing oil and water (Fig. 10.7). Let the… Continue reading Immiscible Displacement Processes

Macroscopic Displacement Efficiency

The following factors affect the macroscopic displacement efficiency: heterogeneities and anisotropy, mobility of the displacing fluids compared with the mobility of the displaced fluids, the physical arrangement of injection and production wells, and the type of rock matrix in which the oil or gas exists. Heterogeneities and anisotropy of a hydrocarbon-bearing formation have a significant… Continue reading Macroscopic Displacement Efficiency

Microscopic Displacement Efficiency

The microscopic displacement efficiency is affected by the following factors: interfacial and surface tension forces, wettability, capillary pressure, and relative permeability. When a drop of one immiscible fluid is immersed in another fluid and comes to rest on a solid surface, the surface area of the drop will take a minimum value owing to the… Continue reading Microscopic Displacement Efficiency

Recovery Efficiency

The overall recovery efficiency E of any fluid displacement process is given by the product of the macroscopic, or volumetric displacement, efficiency, Ev, and the microscopic displacement efficiency, Ed: The macroscopic displacement efficiency is a measure of how well the displacing fluid has contacted the oil-bearing parts of the reservoir. The microscopic displacement efficiency is a measure of how well the displacing fluid… Continue reading Recovery Efficiency

Introduction

The includes a discussion of the fundamental concepts that influence the displacement of oil and gas both by internal displacement processes and by external flooding processes. It is meant to be an introduction to these topics and not an exhaustive treatise. The reader, if interested, is referred to other works that cover the material.1–5 The reservoir… Continue reading Introduction

The van Everdingen and Hurst Edgewater Drive Model

Consider a circular reservoir of radius rR, as shown in Fig. 9.6, in a horizontal circular aquifer of radius re, which is uniform in thickness, permeability, porosity, and in rock and water compressibilities. The radial diffusivity equation, Eq. (8.35), expresses the relationship between pressure, radius, and time, for a radial system such as Fig. 9.6, where the driving potential… Continue reading The van Everdingen and Hurst Edgewater Drive Model