Waterflood Design (Pattern, Rate, and Timing)

Singh, Surendra Pratap; Kiel, O.M.

doi:10.2118/10024-ms

Cited by 15 publications

(1 citation statement)

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“…The point of irreducible water saturation, which is the beginning of the fractional flow curve, becomes the beginning of the output of the line that is tangent to the fractional flow curve. The continuation of the tangent line and its intersection with the extreme upper limit of relative permeability corresponds to the point of water saturation, which means water breakthrough [11][12][13]. The oil recovery coefficient for each facies is calculated separately according to the following formula:…”

Section: Issn 2664-9969mentioning

confidence: 99%

Development of oil extraction screening methodology taking into account innovative methods using the example of the Ukrainian field

Martus,

Cvetkovic

2023

TAPR

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The object of research in the paper is the process of fluid transfer through the pore space of the reservoir rock. The traditional method of estimating oil recovery by flooding has a large number of uncertainties. In this study, to address limitations of the current approach to determining oil production, let’s introduce a systematic algorithm aimed at enhancing result precision. The methodology for calculating the oil recovery coefficient for determining the amount of oil that can be extracted by flooding is presented. In this work, the step-by-step process of determining the oil recovery coefficient was analytically established, which achieves a certain degree of accuracy due to the inclusion of a number of methods of calculation of scientists from different countries of the world. In particular, the lithofacies distribution of the reservoir using the kriging method, the use of a representative elementary volume (REV) to increase the accuracy of determining the irreducible water saturation of each facies, and the use of the Buckley-Leverett equation in the calculation of the oil recovery coefficient are proposed. The number of facies (sandstone, argillaceous sandstone, siltstone) was determined on the example of the B-16n horizon of the «Ukrainian deposit» and the oil recovery coefficients were calculated for each separately (0.53, 0.47, 0.29). Further determination of the average oil recovery coefficient is described in the researched and requires close integration of the obtained data in three-dimensional space, as it allows to calculate the fraction of facies content in the reservoir volume. The use of the proposed action algorithm will help to build a more reliable three-dimensional hydrodynamic model, will lead to a much lower degree of uncertainty of reservoir properties, and in particular irreducible water saturation, as well as more accurate distribution of lithological properties using kriging. Also, this methodology for calculating the oil recovery coefficient involves the use of the Buckley-Leverett equation and fractional flow curves, the data of which are based on relative permeabilities and depend on the irreducible water saturation determined in the laboratory for each lithofacies. These techniques justify the collection of additional core material, the importance of lithofacies dismemberment of the formation and are closely integrated in the three-dimensional space, which makes it possible to simulate the existing processes, reproduce the proposed methodology and perform the forecast.

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Section: Issn 2664-9969mentioning

confidence: 99%