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10% valley measurements

Figure 8.3 Chart recorder pen response and 10% valley measurement of resolution. Figure 8.3 Chart recorder pen response and 10% valley measurement of resolution.
However, another method used to measure resolution, which is less accurate but less demanding, is to take the peak and valley measurements/and g along the line of zone intersection, shown schematically in Fig. 2.4, so as to calculate P =f/g. Then Equation 2.9 is used to get the resolution... [Pg.17]

FIGURE 2.4 Determining resolution based on a peak-valley measurement for two-dimensional chromatography. The / and g values are measured and used to calculate P =f/g giving the resolution through Equation 2.9. Reprinted with permission from Murphy et al. (1998) by courtesy of the American Chemical Society. [Pg.18]

Triblock poly(styrene-6Zoc -ethylene/butylene-6Zoc -styrene) was imaged giving a repeating series of hills and valleys. The surface area fraction of the hills increased with PS content in the copolymer. The local stiffness of the hills was higher than that of the valleys, measured by force versus displacement curves... [Pg.673]

A saddle in the valley direction may be reached by mode-selective vibrational excitation. The normal mode(s) of the minimum leading along the valley may reach a saddle by large amplimde motions. However, a saddle not lying in the valley path direction is reached by other types of trajectorial motion and should have a different dynamic characteristic. So, the weakest ascent (VF-GE) of the valley measured above... [Pg.6]

Physical Properties of Fertilisers and Methodsfor Measuring Them, bulletin Y-147, Tennessee Valley Authority, Muscle Shoals, Ala., 1979. [Pg.246]

The shear deformation potential for the (111) and (100) valley minima determined by fits to the data of Fig. 4.10 are shown in Table 4.5 and compared to prior theoretical calculations and experimental observations. The deformation potential of the (111) valley has been extensively investigated and the present value compares favorably to prior work. The error assigned recognizes the uncertainty in final resistivity due to observed time dependence. The distinguishing characteristic of the present value is that it is measured at a considerably larger strain than has heretofore been possible. Unfortunately, the present data are too limited to address the question of nonlinearities in the deformation potentials [77T02]. [Pg.93]

Although the [100] data are quite limited, the shear deformation potential determined is the only measurement for this valley in germanium. At atmospheric pressure and small strains the (100) valley minimum is well above the (111) valley minima and not accessible for measurement. In the present... [Pg.93]

We employed a comparative Z-scan procedure, wherein we perform a reduced-aperture Z-scan on CS2 immediately followed by reduced and open-aperture Z-scans on the polymer solution at a particular wavelength. The peak on-axis intensity, /0, is then calculated from the CS2 peak to valley transmission change using previously measured values for its non-linear axis of refraction. Based on the work of Sheik-Bahae et al the equation for /0is given by 37]... [Pg.113]

In Mexico City, several air quality parameters are measured continuously by an Automated Monitoring Network operated by the Under Secretariat of Ecology. Carbon monoxide, particulate matter, sulfur dioxide, nitrogen oxide, and ozone are the contaminants exceeding Air Quality Standards. Emissions produced by 2.7 million vehicles and 35,000 commercial and industrial outfits are not easily dispersed in a Valley located at 2240 m and surrounded by two mountain chains which hinder air circulation. An Integral Program, recently established to alleviate pollution, is briefly described. [Pg.149]

Buckley TJ, Liddle J, Ashley BE, et al. 1997. Environmental and biomarker measurements in nine homes in the lower Rio Grande Valley Multimedia results for pesticides, metals, PAHs, and VOCs. Environ Int 23 705-732. [Pg.196]

From the given Hamiltonian, adiabatic potential energy surfaces for the reaction can be calculated numerically [Santos and Schmickler 2007a, b, c Santos and Schmickler 2006] they depend on the solvent coordinate q and the bond distance r, measured with respect to its equilibrium value. A typical example is shown in Fig. 2.16a (Plate 2.4) it refers to a reduction reaction at the equilibrium potential in the absence of a J-band (A = 0). The stable molecule correspond to the valley centered at g = 0, r = 0, and the two separated ions correspond to the trough seen for larger r and centered at q = 2. The two regions are separated by an activation barrier, which the system has to overcome. [Pg.50]

Vapor density is the ratio of the density of any gas or vapor to the density of air, under the same conditions of temperature and pressure. It is a measure of how heavy the vapor is in relation to the same volume of air. Vapor density helps in estimating how long an agent will persist in valleys and depressions. The higher the vapor density, the longer the vapor will linger in low-lying areas. [Pg.186]

At the Keele Valley landfill, just outside Toronto, however, some excellent field data have been obtained. At this particular site, a 3-ft clay liner spanning 10 acres is monitored by a series of underdrains. Each underdrain measures 15 m2 and is made of HDPE. The underdrains track the liquid as it moves down through the soil liner. The underdrains have been monitored for more than 2 years and have consistently measured hydraulic conductivities of about 1 x 10-8 cm/s. Those field values are essentially identical to the laboratory values. [Pg.1116]

A. Okij, T. Yamada, H. Nakase, H. Uesugi, K. Tsubou, K. Masu, and Y. Horiike, In-vivo measurement of pH in digestive system through wireless communication, 7th Intematonal Conference on Miniaturized Chemical and Biochemical Analysts Systems, October 5-9, Squaw Valley, California (2003). [Pg.326]

To evaluate its capability for refractive index measurement, the fiber FPI device was tested using various liquids including methanol, acetone, and 2-propanol at room temperature. The interference spectra of the device immersed in various liquids are shown in Fig. 7.12 for comparison. The signal intensity dropped when the device was immersed in liquids as a result of the reduced refractive index contrast and thus lowered Fresnel reflections from the cavity endfaces. However, the interference fringes maintained a similar visibility. The spectral distance between the two adjacent valleys also decreased, indicating the increase of refractive index of the medium inside the cavity. Using (7.4), the refractive indices of the liquids were calculated to be nmethanoi = 1 -3283, acetone = 1 -3577, and n2-propanoi = 1.3739, which was close to the commonly accepted values. [Pg.157]


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See also in sourсe #XX -- [ Pg.402 ]




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Peak-valley ratio measurement

Valleys

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