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Diurnal variation conductance

Diurnal Variation During Low Flow. The silica concentration in the Mattole River shows small but consistent diurnal changes, as do pH and specific conductance (Figure 3). Silica concentration reaches a maximum in the late afternoon along with pH, whereas specific conductance is at a minimum then. A minimum in silica occurs between 8 and 11 a.m. Both silica and specific conductance show about a 4% diurnal variation. [Pg.109]

Figure 3. Diurnal variation of pH, silica, and specific conductance on October 1-2,... Figure 3. Diurnal variation of pH, silica, and specific conductance on October 1-2,...
Henzler, T., R. N. Waterhouse, A. J. Smyth, M. Carvajal, D. T. Cooke, A. R. Schaffner, E. Steudle, and D. T. Clarkson. 1999. Diurnal variations in hydraulic conductivity and root pressure can be correlated with the expression of putative aquaporins in the roots of Lotus japonicus. Planta 210(1) 50-60. [Pg.408]

Variability may be defined as reflecting fluctuations in the atmosphere, of natural origin, with both temporal and spatial scales examples are diurnal, seasonal, solar activity-related variations impulsive events such as volcano eruptions and solar proton events fluctuations linked to some peculiar meteorological conditions, for example, intense cyclonic activities and jet streams. Variability by itself is a whole program to be conducted ideally on a four-dimensional basis (latitude, longitude, altitude, and time) by space vehicles, for example, satellites or from the space shuttle. This area of research is certainly the most urgent one to be de-... [Pg.79]

Figure 8.2 illustrates the time evolution of the conductance of tin oxide gas sensors placed in the ambience of a composting process. Short time signal variations are clearly identified over the noise level and are due to local handlings of compost material. Some other external causes induce diurnal or seasonal variation. [Pg.126]

The limits of heat conduction across a thin film and into a thick slab are the two most important cases of a rich variety of examples. This variety largely consists of solutions of Eq. 20.1-16 for different geometries and boundary conditions. The geometries include slabs, spheres, and cylinders, as well as more exotic shapes like cones. The boundary conditions are diverse. For example, they include boundary temperatures that vary periodically because this is important for diurnal temperature variations of the earth. They include boundary conditions in which the heat flux at the surface is related to the temperature of the surroundings, Tsurrl for example. [Pg.573]


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Diurnal variation

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