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Hydro-Mechanical Properties of an Unsaturated Frictional Material

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2.4. EQUIPMENT AND MEASUREMENT TECHNIQUES FOR TESTING<br />

UNSATURATED SOILS<br />

relation to soil water content are described in Topp et al. (1980), Topp & Reynolds (1998),<br />

Ferré & Topp (2002). The electromagnetic method makes use <strong>of</strong> the difference between the<br />

high dielectric const<strong>an</strong>t <strong>of</strong> water (ka = 80) <strong>an</strong>d the low dielectric const<strong>an</strong>t <strong>of</strong> the other soil<br />

components as air (ka = 1) <strong>an</strong>d the solids (ka = 2 − 4). The large difference allows to draw<br />

conclusions to the volumetric water content (Selig & M<strong>an</strong>sukh<strong>an</strong>i 1975, Topp et al. 1980,<br />

Look & Reeves 1992).<br />

- Time Domain Reflectometry (TDR):<br />

In the measurement <strong>of</strong> water content the technology <strong>of</strong> time domain reflectometry<br />

(TDR) received the most attention (Topp 1987) <strong>an</strong>d the overview is focused on this<br />

method. The first who applied TDR to measurements in soil were Davis & Chudobiak<br />

(1975). From that time on TDR method has been used frequently to measure water<br />

content at several scales <strong>an</strong>d under several conditions (Topp & Reynolds 1998, Robinson<br />

et al. 2003) <strong>an</strong>d has become a st<strong>an</strong>dard method for measurement <strong>of</strong> water content in<br />

unsaturated soil in the field <strong>an</strong>d in the laboratory. Topp et al. (1980) tested 4 mineral<br />

soils <strong>an</strong>d found insignific<strong>an</strong>t influence <strong>of</strong> properties such as salinity, temperature, texture<br />

<strong>an</strong>d dry density on the dielectric const<strong>an</strong>t. A calibration function was obtained by Topp<br />

et al. (1980), which originally was believed to apply universally to all soil types. Similar<br />

equation was proposed by Ledieu et al. (1986). Later numerous authors (Herkelrath<br />

et al. 1991, Malicki et al. 1996, Suw<strong>an</strong>sawat 1997) showed that the composition <strong>of</strong> solids<br />

<strong>of</strong> the soil, surface electrical conductivity <strong>an</strong>d density <strong>of</strong> a soil c<strong>an</strong> signific<strong>an</strong>tly effect the<br />

relationship between dielectric const<strong>an</strong>t <strong>an</strong>d volumetric water content. Thus although<br />

the universal equation by Topp works well for soils composed <strong>of</strong> quartz, a unique rela-<br />

tionship between the dielectric const<strong>an</strong>t <strong>an</strong>d the volumetric water content does not exists<br />

for all type <strong>of</strong> soils (Roth et al. 1992, Dasberg & Hopm<strong>an</strong>s 1992, Suw<strong>an</strong>sawat 1997). A<br />

soil specific calibration is recommended (Benson & Bosscher 1999, Suw<strong>an</strong>sawat & Ben-<br />

son 1999). Recommendations regarding calibration procedure <strong>an</strong>d experimental setup<br />

are given in Suw<strong>an</strong>sawat & Benson (1999). Siddiqui & Drnevich (1995) extended the<br />

TDR measurements to geotechnical application <strong>an</strong>d related the TDR measurements to<br />

water content <strong>an</strong>d dry density. A method for determination <strong>of</strong> soil water content as well<br />

as dry density using TDR measurements is described in detail in Yu & Drnevich (2004).<br />

- Ground Penetrating Radar (GPR):<br />

The physics <strong>of</strong> the GPR method is identical to the physics <strong>of</strong> the TDR method (Weiler<br />

et al. 1998). GPR method is widely applied in geosciences <strong>an</strong>d was recently developed to<br />

measure water contents in soils (Davis & Ann<strong>an</strong> 2002, Huism<strong>an</strong> et al. 2003). Compared<br />

to TDR method, GPR method provides data from larger spatial region.<br />

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