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Absorbance gradients, measurement Absorption

Most polymers and FRPs absorb moisture and are therefore hygroscopic in nature. In general, the moisture absorption process in a polymer has been modeled using Pick s law. Pick s law states that the rate of transfer of a diffusing substance through unit area of a section is proportional to the concentration gradient measured normal to the section, that is. [Pg.351]

Variants of these techniques are the Photothermal Deflection Spectroscopy (PDS or Mirage effect) and Photothermal Displacement Spectroscopy (102). These techniques are based on deflection of a light beam due to refractive index gradients either In a fluid (or air) in contact with a light absorbing solid or in the solid itself. If the fluid is inert the technique can be used to measure absorption spectra of solid materials and transport properties. A version of these techniques was applied to electrochemical and photoelectrochemical systems (103). The authors describe the experimental conditions needed to separate the contributions from the temperature and concentration gradients. Once this is done the results can be correlated with the kinetics and mechanism of the electrochemical reactions. [Pg.244]

HPLC and Isolation of Mutagenic Fractions. Analytical and semipreparative reverse-phase HPLC separations were performed by using a water-to-acetonitrile linear gradient (J2). Separations were carried out on a Hewlett Packard Model 10084 B equipped with an automatic sampling device, a solvent programmer, a variable absorbance detector, and an automatically steered fraction collector. The instrument was fitted with a 3.9-mm X 30-cm prepacked analytical column of 10-/zm silica particles bonded with octadecylsilane (Bondapack-Cis) for analytical scale. For semipreparative scale separations, the HPLC was fitted with a 7.8-mm X 30-cm prepacked column packed with 10-/xm silica particles bonded with octadecylsilane. Samples for HPLC were injected at volumes of 20 /xL (flow rate 1 mL/min) and 80 /zL (flow rate 4 mL/min), and the absorption was measured at 254 nm. Fractions... [Pg.590]

More field measurements of UV absorption by phytoplankton are needed and these should be scaled to chlorophyll concentration and evaluated for spatial and temporal patterns across gradients (trophic, UV, nutrient, grazing). The effect of depth and mixing should be evaluated for effects on U V exposure and on the response of cells to adjust UV-absorbing and photosynthetic pigments. [Pg.98]

The dwell time is best measured under realistic conditions, for example, with %B = 0-100% in 15 min. Instead of the column a capillary with preferably small internal diameter is used, in order to build up a realistic back pressure while increasing the volume as little as possible. Eluent A is water, eluent B water with a few parts per thousand of acetone. When the UV absorbance is set to zero, eluent B should have a maximum absorption of slightly less than 1 AU. The gradient is... [Pg.185]

Ascorbate is absorbed from the lumen of the human intestine by sodium-ascorbate cotransport in enterocytes, as has been shown by measuring transport activities in luminal (brush-border) membrane vesicles (Malo and Wilson, 2000). This phenomenon couples ascorbate uptake to the concentration gradient of sodinm ion across the plasma membrane that is maintained by sodium/potassium-ATPase. It is likely because of the limited capacity of enterocytes for sodium-ascorbate cotransport that large oral doses of ascorbate are absorbed less completely than are small doses. Absorption sites for ascorbate are found along the entire length of the small intestine (Malo and Wilson, 2000). [Pg.261]

In quantitative analysis by the single-band method, the concentration c of an analyte is determined by measuring the absorbance A of a key band of the analyte. For this purpose, the relationship between c and A should be determined in advance from sample solutions with known values of c, as illustrated in the example calibration plot shown in Figure 7.1. The result in Figure 7.1 indicates that a linear relationship exists between c and A. This means that A is proportional to c, and Equation (7.1) is applicable to the sample. The molar absorption coefficient e can be calculated from the gradient of the linear relationship obtained (usually called the calibration line). [Pg.98]


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