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Skin curves

Figure 3 Comparison of actual, regressed and model skin curves during treatment of Well A. Figure 3 Comparison of actual, regressed and model skin curves during treatment of Well A.
Figure 6 Comparison of actual and model skin curves during wormholing of 15 / HC1 (first acid stage of Well B treatment). Figure 6 Comparison of actual and model skin curves during wormholing of 15 / HC1 (first acid stage of Well B treatment).
While a number of magnification and photography tools are available to dermatologists to visualize and record changes in human skin, these can be more problematic in mice because they are relatively small, the body, and therefore the skin, curves making flat sites difficult to find, and they are very active. To avoid, minimize,... [Pg.200]

The analysis of the curves obtained in the thin-skin regime ean lead to a simple determination of slot length depending on the dimension of the probe chosen for the inspection. If the size of the probe (outer diameter) is smaller than the defect length we can notice 5 zones relative to the relationship between the position of the probe, the interaction of the induced eddy current and the slot, and the impedance change for the probe. [Pg.146]

As a result of the electric field around the conductors the frequency of the system has a very significant bearing on the skin effect. The various curves as established through experiments and, as reproduced in Figures 28.13 (a), (b) and (c) respectively for rectangular, tubular and channel conductors, are thus drawn on the basis. [Pg.877]

Now refer to Figure 28.13(a) to obtain the skin effect ratio Ffac/ffdc- Consider the cross-sectional curves for EIE-M grade of flat busbars at an operating temperature of 85°C for a cross-sectional area of 6.45 cm and determine the Ffac/ dc ratio on the skin effect curve having... [Pg.878]

From similar skin effect curves, as in Figure 28.13(b), corresponding to tid the ratio R zi JR zii) t- an be found. [Pg.938]

Figure 31.17 Curves for skin effect for isolated tubular conductors... Figure 31.17 Curves for skin effect for isolated tubular conductors...
The simply supported beam has a load applied centrally. The upper skin go into compression while the lower one goes into tension, and a uniform bending curve will develop. However, this happens only if the shear rigidity or shear modulus of the cellular core is sufficiently high. If this is not the case, both skins will deflect as independent members, thus eliminating the load-bearing capability of the plastic composite structure. [Pg.366]

The AUC is a measure of bioavailability, i.e. the amount of substance in the central compartment that is available to the organism. It takes a maximal value under intravenous administration, and is usually less after oral administration or parenteral injection (such as under the skin or in muscle). In the latter cases, losses occur in the gut and at the injection sites. The definition also shows that for a constant dose D, the area under the curve varies inversely with the rate of elimination kp and with the volume of distribution V. Figure 39.6 illustrates schematically the different cases that can be obtained by varying the volume of distribution Vp and the rate of elimination k both on linear and semilogarithmic diagrams. These diagrams show that the slope (time course) of the curves are governed by the rate of elimination and that elevation (amplitude) of the curve is determined by the volume of distribution. [Pg.457]

Onset of the diversion stage (27.4 m3), with the skin now increasing due to the closure of some perforations by ball sealers (the rest of the curve would have shown that the relative skin value reached -2.5 at the end of the diversion stage). [Pg.618]

Figure 6 is a scale-up of the first two steps of this skin history (solid curve), relevant to the present study. It corresponds to the injection of brine and 15 /, HC1 in the primary porosity zone surrounding the wellbore, before communication was established with adjacent fissures and/or faults. [Pg.618]

A standard Lowry-based protein assay has been adjusted to the special conditions encountered with skin [126], Basically, proteins reduce an alkaline solution of Cu(II)-tartrate to Cu(I) in a concentration-dependent manner. Then, the formation of a blue complex between Folin-Ciocalteau reagent (a solution of complex polymeric ions formed from phosphomolybdic and phosphotungstic heteropoly acids) and Cu(I) can be measured spectrophotometrically at 750 nm. A calibration curve can be obtained by dissolving known amounts of stratum corneum in 1 M sodium hydroxide. A piece of tape that has not been in contact with skin is subjected to an identical procedure and serves as negative control. The method was recently adapted to a 96-well plate format, notably reducing analysis times [129],... [Pg.18]

It has been predicted that a Pd skin on a PdsFe core would sit close to the top of the activity/O binding energy "volcano" curve and thus have significantly higher activity than Pt and Pt/Pd core-shell materials. If these materials could be shown to be stable to long-term PEM conditions, then these could represent viable replacements for Pt. As with other alternative non-Pt catalysts, very few stability studies have been reported. [Pg.25]

Further, the observed changes in trends of both the AE curve (Figure 1) and the membrane performance data (Figure 3) that happen in the same range of PA concentrations, lead to the conclusion that a certain stable level of supermolecular organization reached in the membrane casting dope creates conditions for the membranes with optimal skin properties to be formed. [Pg.241]

As mentioned above, a NOAEL can usually not be derived from the classic test guideline methods for skin and eye irritation. Based on information from acute and/or repeated dose toxicity smdies using inhalation, it may be possible to derive a NOAEL and/or LOAEL for respiratory tract irritation. In such smdies, the slope of the dose-response curve is a particularly useful parameter as it indicates the extent to which reduction of exposure will reduce the irritative response the steeper the slope, the greater the reduction in response for a particular finite reduction in exposure. [Pg.117]


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Stress-strain curves for skin

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