Restricted diffusion effects on nuclear magnetic resonance DT2 maps

被引:11
作者
Luo, Zhi-Xiang [1 ]
Paulsen, Jeffrey [1 ]
Vembusubramanian, M. [1 ]
Song, Yi-Qiao [1 ]
机构
[1] Schlumberger Doll Res Ctr, Cambridge, MA USA
关键词
POROUS-MEDIA; NMR-DIFFUSION; RELAXATION; PROBE; FLUIDS; DIFFRACTION; COEFFICIENT;
D O I
10.1190/GEO2014-0206.1
中图分类号
P3 [地球物理学]; P59 [地球化学];
学科分类号
0708 ; 070902 ;
摘要
The 2D nuclear magnetic resonance diffusion-relaxation experiment (NMR DT2) has proven to be a powerful method to characterize complex fluids. Molecular components with distinct diffusion coefficients are shown on DT2 maps as separate peaks. In porous media such as reservoir rocks, molecular diffusion is restricted such that the apparent diffusion coefficient is time dependent and the diffusion behavior is non-Gaussian. Such restricted diffusion effects can manifest on the DT2 maps and complicate the interpretation of the results, but so far, they have not been systematically investigated. We used controlled laboratory experiments to demonstrate the influence of non-Gaussian restricted diffusion on NMR DT2 maps under various conditions and to show how restricted diffusion effects on DT2 maps can be distinguished from multiphase fluids. NMR DT2 experiments were carried out on a series of water-saturated packs of glass beads and two rock cores. The results revealed the important role of two critical length scales controlling the restricted diffusion effects on NMR DT2 maps: the molecular diffusion length l(D) during the NMR diffusion encoding time and the characteristic pore size d(pore). For l(D) << d(pore), the effect of non-Gaussian diffusion was negligible and the NMR DT2 map showed only one peak. As l(D) approaches d(pore), an additional peak with a smaller diffusion coefficient emerged (resembling the DT2 map of an unrestricted two molecular components fluid), and its relative intensity was maximized (to similar to 17%), when l(D) approximate to d(pore). As l(D) further increased, the relative intensity of the additional peak started decreasing, in contrast to the scenario of DT2 maps of multiphase fluids. We determined the extent and influence of restricted diffusion on NMR DT2 maps, and we informed the interpretation of NMR DT2 measurements, which are commonly used to quantify gas, water, and oil signals in reservoir rocks.
引用
收藏
页码:E41 / E47
页数:7
相关论文
共 22 条
[1]  
[Anonymous], [No title captured]
[2]  
Callaghan P. T., 2011, TRANSLATION DYNAMICS
[3]   DIFFRACTION-LIKE EFFECTS IN NMR DIFFUSION STUDIES OF FLUIDS IN POROUS SOLIDS [J].
CALLAGHAN, PT ;
COY, A ;
MACGOWAN, D ;
PACKER, KJ ;
ZELAYA, FO .
NATURE, 1991, 351 (6326) :467-469
[4]   A new NMR method of fluid characterization in reservoir rocks: Experimental confirmation and simulation results [J].
Freedman, R ;
Lo, S ;
Flaum, M ;
Hirasaki, GJ ;
Matteson, A ;
Sezginer, A .
SPE JOURNAL, 2001, 6 (04) :452-464
[5]   A NMR TECHNIQUE FOR THE ANALYSIS OF PORE STRUCTURE - DETERMINATION OF CONTINUOUS PORE-SIZE DISTRIBUTIONS [J].
GALLEGOS, DP ;
SMITH, DM .
JOURNAL OF COLLOID AND INTERFACE SCIENCE, 1988, 122 (01) :143-153
[6]   Quantitative measurement of two-dimensional distribution functions of diffusion and relaxation in grossly inhomogeneous fields [J].
Hürlimann, MD ;
Venkataramanan, L .
JOURNAL OF MAGNETIC RESONANCE, 2002, 157 (01) :31-42
[7]   The diffusion-spin relaxation time distribution function as an experimental probe to characterize fluid mixtures in porous media [J].
Hürlimann, MD ;
Venkataramanan, L ;
Flaum, C .
JOURNAL OF CHEMICAL PHYSICS, 2002, 117 (22) :10223-10232
[8]   A laboratory study to determine the effect of iron oxides on proton NMR measurements [J].
Keating, Kristina ;
Knight, Rosemary .
GEOPHYSICS, 2007, 72 (01) :E27-E32
[9]   MECHANISM OF NMR RELAXATION OF FLUIDS IN ROCK [J].
KLEINBERG, RL ;
KENYON, WE ;
MITRA, PP .
JOURNAL OF MAGNETIC RESONANCE SERIES A, 1994, 108 (02) :206-214
[10]   TIME-DEPENDENT DIFFUSION-COEFFICIENT OF FLUIDS IN POROUS-MEDIA AS A PROBE OF SURFACE-TO-VOLUME RATIO [J].
LATOUR, LL ;
MITRA, PP ;
KLEINBERG, RL ;
SOTAK, CH .
JOURNAL OF MAGNETIC RESONANCE SERIES A, 1993, 101 (03) :342-346