Determining Soil Water Flux and Pore Water Velocity by a Heat Pulse Technique
T. Rena,
G.J. Kluitenbergb and
R. Hortonc
a Soil and Fertilizer Institute, Hebei Academy of Agricultural Sciences, Shijiazhuang, Hebei 050051, China
b Dep. of Agronomy, Kansas State Univ., Manhattan, KS 66506 USA
c Dep. of Agronomy, Iowa State Univ., Ames, IA 50011 USA

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Fig. 1 Transient dimensionless temperature difference between the downstream and upstream sensors (Eq. [18]) for a range of thermal diffusivities with
, and t0 = 15 s
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Fig. 2 Transient dimensionless temperature difference between the downstream and upstream sensors (Eq. [18]) for a range of heat pulse velocities with = 6.0 x 10-7 m2 s-1, xd = xu = 0.006 m, and t0 = 15 s
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Fig. 3 Maximum dimensionless temperature difference (MDTD, Eq. [21]) as a function of heat pulse velocity for a range of thermal diffusivities with xd = xu = 0.006 m, and t0 = 15 s
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Fig. 4 Schematic view of the experimental setup (not drawn to scale)
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Fig. 6 Transient dimensionless temperatures at the downstream (xd = 5.75 mm) and upstream (xu = 6.01 mm) positions as influenced by soil water flux for the sand. Symbols and lines indicate measured and predicted values, respectively
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Fig. 7 Transient dimensionless temperatures at the downstream (xd = 5.75 mm) and upstream (xu = 6.01 mm) positions as influenced by soil water flux for the sandy loam. Symbols and lines indicate measured and predicted values, respectively
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Fig. 8 Transient dimensionless temperatures at the downstream (xd = 6.01 mm) and upstream (xu = 5.75 mm) positions as influenced by soil water flux for the clay loam. Symbols and lines indicate measured and predicted values, respectively
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Fig. 9 Maximum dimensionless temperature difference (MDTD) as a function of soil water flux for the sand, sandy loam, and clay loam. Symbols and lines represent measured and predicted (Eq. [21]) values, respectively
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Copyright © 2000 by the Soil Science Society of America.