1989
DOI: 10.1007/bf00266158
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Determination of soil water content by X-ray computed tomography and magnetic resonance imaging

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Cited by 15 publications
(6 citation statements)
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“…nondestructive, 3-D morphological characterization of parts of the soil in its 3-phase composition (Hainsworth and soil structure at the microscale level. X-ray CT measure- Aylmore, 1983 and; Phogat ments have previously been used to obtain nondestruc- et al, 1991): tive measurements of water content and dry bulk density (Petrovic et al, 1982;Crestana et al, 1985;Brown et soil (x,y,z) ϭ SV(x,y,z) matrix ϩ WV(x,y,z) water [1] al., 1987;Anderson et al, 1988;Jenssen and Heyerdahl, where soil (x,y,z ) is the linear x-ray attenuation coefficient 1988; Tollner and Ramseur, 1988;Tollner and Verma, (cm Ϫ1 ) of a particular soil volume element as a function of its Hopmans et al, 1992Hopmans et al, , 1994, as well as macropospatial coordinates x, y, and z; SV(x,y,z ) is the relative solid rosity and pore continuity ; Warner volume (cm 3 cm Ϫ3 ); WV(x,y,z ) is the volumetric water content Anderson et al, 1990;Peyton et al, 1992; (cm 3 cm Ϫ3 ); matrix is the linear x-ray attenuation coefficient of soil matrix (cm Ϫ1 ); and water is the linear x-ray attenuation Grevers and de Jong, 1994). In addition, CT has been coefficient of water (cm Ϫ1 ).…”
mentioning
confidence: 99%
“…nondestructive, 3-D morphological characterization of parts of the soil in its 3-phase composition (Hainsworth and soil structure at the microscale level. X-ray CT measure- Aylmore, 1983 and; Phogat ments have previously been used to obtain nondestruc- et al, 1991): tive measurements of water content and dry bulk density (Petrovic et al, 1982;Crestana et al, 1985;Brown et soil (x,y,z) ϭ SV(x,y,z) matrix ϩ WV(x,y,z) water [1] al., 1987;Anderson et al, 1988;Jenssen and Heyerdahl, where soil (x,y,z ) is the linear x-ray attenuation coefficient 1988; Tollner and Ramseur, 1988;Tollner and Verma, (cm Ϫ1 ) of a particular soil volume element as a function of its Hopmans et al, 1992Hopmans et al, , 1994, as well as macropospatial coordinates x, y, and z; SV(x,y,z ) is the relative solid rosity and pore continuity ; Warner volume (cm 3 cm Ϫ3 ); WV(x,y,z ) is the volumetric water content Anderson et al, 1990;Peyton et al, 1992; (cm 3 cm Ϫ3 ); matrix is the linear x-ray attenuation coefficient of soil matrix (cm Ϫ1 ); and water is the linear x-ray attenuation Grevers and de Jong, 1994). In addition, CT has been coefficient of water (cm Ϫ1 ).…”
mentioning
confidence: 99%
“…Omasa et al (1985), employing a saturation-recovery MRI pulse sequence, reported successful MR images of plant roots growing in pots filled with a 1 : 1 (v/v) mixture of perlite and peat moss. However, when Anderson and Gantzer (1989) compared CAT and MRI methods for determining soil-water contents in two types of silt-loam soil in crumbs packed into soil columns and saturated either with distilled water or solutions of 20% CuSO 4 or of 0.01% Cu(NO 3 ) 2 , their attempts to obtain MR images for these soil columns all failed. They realized that, even though the magnetic field strength used was relatively low (0.6 T), failure to observe an adequate MR signal intensity was due to the loss of magnetization during the long echo time (90 ms) used in this spin±echo imaging pulse sequence.…”
Section: The Application Of Mri To Studies Of Static and Dynamic Amentioning
confidence: 94%
“…Simple systems, such as sand/ water/air mixtures, are readily imaged by the pulse sequence we will analyze. More complex systems, such as soils, are imaged with difficulty [Anderson and Gantzer, 1989] due to the presence of magnetic and paramagnetic materials which can drastically alter the relaxation time characteristics of a sample. This type of problem can be circumvented by creative pulse sequence design, and indeed, much of current NMR imaging research is aimed at solving such problems.…”
Section: •=--+• (17) R(r) T2 T2 I(r)mentioning
confidence: 99%