Abstract

This paper has developed a pragmatic technique to efficiently and accurately determine the Klinkenberg permeability for tight formations with different pore-throat structures. Firstly, the authors use steady-state experiments to measure the Klinkenberg permeability of 56 tight core samples under different mean pore pressures and confining pressures. Secondly, pressure-controlled mercury injection (PMI) experiments and thin-section analyses are conducted to differentiate pore-throat structures. After considering capillary pressure curve, pore types, throat size, particle composition, and grain size, the pore-throat structure in the target tight formation was classified into three types: a good sorting and micro-fine throat (GSMFT) type, a moderate sorting and micro-fine throat (MSMFT) type, and a bad sorting and micro throat (BSMT) type. This study found that a linear relationship exists between the Klinkenberg permeability and measured gas permeability for all three types of pore-throat structures. Subsequently, three empirical equations are proposed, based on 50 core samples of data, to estimate the Klinkenberg permeability by using the measured gas permeability and mean pore pressure for each type of pore-throat structure. In addition, the proposed empirical equations can generate accurate estimates of the Klinkenberg permeability with a relative error of less than 5% in comparison to its measured value. The application of the proposed empirical equations to the remaining six core samples has demonstrated that it is necessary to use an appropriate equation to determine the Klinkenberg permeability of a specific type of pore-throat structure. Consequently, the newly developed technique is proven to be qualified for accurately determining the Klinkenberg permeability of tight formations in a timely manner.

Highlights

  • With the escalating demands of crude oil and natural gas, unconventional resources have attracted numerous attentions as a surrogate of conventional reserves [1], the oil price suffers

  • Since the measured gas permeability varies with gas types and experimental conditions, the absolute permeability is conventionally employed to characterize the petrophysical property of a specific tight formation [2]

  • The production subsystem is comprised of a digital pressure gauge (3051S, ROSEMOUNT, Chanhassen, MN, USA) with the accuracy of 0.025% FS, and a maximum operating pressure of 2.07 MPa, a back pressure regulator (BPR) (HY-2, Nantong, China), and a gas flow meter (50 sccm, ALICAT, Tucson, AZ, USA) with the accuracy of ± (0.8% RDG + 0.2% F.S)

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Summary

Introduction

With the escalating demands of crude oil and natural gas, unconventional resources have attracted numerous attentions as a surrogate of conventional reserves [1], the oil price suffers. Since the measured gas permeability varies with gas types and experimental conditions, the absolute permeability is conventionally employed to characterize the petrophysical property of a specific tight formation [2]. The absolute permeability is represented by Klinkenberg permeability, which is determined by extrapolating the measured gas permeability versus mean pore pressure curve to the infinite pressure point [3]. Energies 2017, 10, 1575 complex pore-throat structures and complicated flow principles [4,5]. It is of practical and fundamental importance to develop a method for accurately determining the Klinkenberg permeability for tight formations characterized by various pore-throat structures

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