2022
DOI: 10.1021/acs.langmuir.2c01681
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Modeling Molecular Interactions with Wetting and Non-Wetting Rock Surfaces by Combining Electron Paramagnetic Resonance and NMR Relaxometry

Abstract: Three types of natural rocks�Bentheimer and Berea sandstones, as well as Liege Chalk�have been aged by immersion in a bitumen solution for extended periods of time in two steps, changing the surface conditions from water-wet to oilwet. NMR relaxation dispersion measurements were carried out on water and oil constituents, with saturated and aromatic molecules considered individually. In order to separate the different relaxation mechanisms discussed in the literature, 1 H and 19 F relaxation times were compared… Show more

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Cited by 8 publications
(9 citation statements)
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“…The longitudinal relaxation of water protons in the MIL-101(Cr)-90w sample was modeled considering two phases in fast exchange one with the other: a liquid phase affected by surface effects and a bulk liquid phase. In the surface-affected liquid phase, water molecules either belong to the coordination sphere of Cr 3+ paramagnetic centers, where they are characterized by the longitudinal relaxation time T 1 param , or diffuse on the surface around such centers, where they are characterized by T 1 surf . It must be noticed that the possible contribution to relaxation arising from reorientations of water molecules on the MOF surface without paramagnetic species was considered negligible with respect to those from water molecules interacting with Cr 3+ paramagnetic centers, as usually done. In the bulk liquid phase, 1 H longitudinal relaxation is characterized by the relaxation time T 1 bulk , which is determined by the fast and isotropic tumbling of water molecules. In the fast diffusion limit between the two phases, the overall 1 H spin lattice relaxation rate, 1/ T 1 , is given by the following equation: 1 T 1 = N p a r a m N 1 T 1 p a r a m + N s u r f N 1 T 1 s u r f + N b u l k N 1 T 1 b u l k where N p a r a m N is the fraction of water molecules directly bound to Cr 3+ , …”
Section: Methodsmentioning
confidence: 99%
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“…The longitudinal relaxation of water protons in the MIL-101(Cr)-90w sample was modeled considering two phases in fast exchange one with the other: a liquid phase affected by surface effects and a bulk liquid phase. In the surface-affected liquid phase, water molecules either belong to the coordination sphere of Cr 3+ paramagnetic centers, where they are characterized by the longitudinal relaxation time T 1 param , or diffuse on the surface around such centers, where they are characterized by T 1 surf . It must be noticed that the possible contribution to relaxation arising from reorientations of water molecules on the MOF surface without paramagnetic species was considered negligible with respect to those from water molecules interacting with Cr 3+ paramagnetic centers, as usually done. In the bulk liquid phase, 1 H longitudinal relaxation is characterized by the relaxation time T 1 bulk , which is determined by the fast and isotropic tumbling of water molecules. In the fast diffusion limit between the two phases, the overall 1 H spin lattice relaxation rate, 1/ T 1 , is given by the following equation: 1 T 1 = N p a r a m N 1 T 1 p a r a m + N s u r f N 1 T 1 s u r f + N b u l k N 1 T 1 b u l k where N p a r a m N is the fraction of water molecules directly bound to Cr 3+ , …”
Section: Methodsmentioning
confidence: 99%
“…The contribution of bulk water protons, 1/ T 1 bulk , arising from the modulation of 1 H– 1 H dipolar interactions by molecular reorientation and fast translational diffusion motions in the frequency regime investigated by FFC NMR relaxometry, was considered to be frequency independent. In the literature, the contributions to relaxation of protons from water bound to (1/ T 1 param ) or diffusing in proximity of (1/ T 1 surf ) paramagnetic ions have been expressed using different models. In particular, in a model devised by Korb, 1/ T 1 surf shows a bilogarithmic trend as a function of Larmor frequency and typically decreases when the temperature increases. ,, The well-known Bloembergen-Morgan theory of water relaxation in the presence of dissolved ions has been used to model 1/ T 1 param of water confined in rocks containing Mn 2+ , leading to a double Lorentzian trend, where the two components are given by the respective contributions at the nuclear and electron Larmor frequencies.…”
Section: Methodsmentioning
confidence: 99%
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“…41 In general, a power-law dependence T 1 ∝ f 0 β suggests relaxation by RMTD (reorientations mediated by translational displacements). 42 Further investigations are underway to determine whether the dynamic molecular modes P(τ) can give insights into the RMTD mechanism and the surface topography.…”
Section: ■ T 1 Dispersionmentioning
confidence: 99%
“…Nuclear magnetic resonance (NMR) relaxometry is also proving to be an invaluable technique to study dispersion surface properties, or otherwise applied industrially to analyze pore structures and wettability in reservoir rocks for enhanced oil recovery, where the use of very low-field, desktop instruments has provided an avenue for inline or at-line analysis. Originally, the technique was largely developed for rapid surface area measurements of nanoparticle dispersions , but has advanced extensively to incorporate analyses of a number of colloidal surface chemistry effects and even nanobubbles .…”
Section: Introductionmentioning
confidence: 99%