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Solution curves speed

In the event of technological solutions, curves of cyanide destruction have horizontal sections which occurrence is caused by various speed of degradation of free cyanide and cyanide, combined in complex with metal. [Pg.209]

A considerably lower speed of reaction was observed in the case of alkaline solution (curve 3.). After 5 hours a small fall of nitrite concentration i. e. from 460 mg/L to 385 mg/L was observed only. So was the pH value. This dropped from 12,62 to 12.13. This denotes less than 25% of the oxidizing ability of the copolymer being in use. The copolymer itself after reaction, contained ca. 50% of its primarily active chlorine only, this means less than resulted from the decrease of nitrites in solution. The oxidation of nitrites by DCSR in alkaline media proceeds less effectively. [Pg.34]

Figure 10. The comparison of the theoretical (dashed lines) and experimental (solid lines) it vs. A curves of the first compression for three monolayers (a) HM-HEC 30-16-1-13 monolayer at air/5 ppm aqueous solution interface with compression speed of 3.17 cm/min (b) HM-HEC 30-16-0.5-6 monolayer at air/10 ppm aqueous solution interface with compression speed of 0.225 cm/min and (c) HM-HEC 5-16-1-2 monolayer at air/50 ppm aqueous solution interface with compression speed of 3.6 cm/min. Figure 10. The comparison of the theoretical (dashed lines) and experimental (solid lines) it vs. A curves of the first compression for three monolayers (a) HM-HEC 30-16-1-13 monolayer at air/5 ppm aqueous solution interface with compression speed of 3.17 cm/min (b) HM-HEC 30-16-0.5-6 monolayer at air/10 ppm aqueous solution interface with compression speed of 0.225 cm/min and (c) HM-HEC 5-16-1-2 monolayer at air/50 ppm aqueous solution interface with compression speed of 3.6 cm/min.
Figure 12. Resist film thickness as a function of solution concentration at constant spinning speed (WOO RPM). If other spinning speeds are plotted (from Figure 11) a family of curves will be generated all of which exhibit a... Figure 12. Resist film thickness as a function of solution concentration at constant spinning speed (WOO RPM). If other spinning speeds are plotted (from Figure 11) a family of curves will be generated all of which exhibit a...
Fig. 26 Dry thickness of poly(acryl amide) as a function of the position on the silica substrate prepared by slow ( ) and fast ( ) removal of the polymerization solution by utilizing the method depicted in Fig. 24. The inset shows the dry poly(acryl amide) thickness as a function of the polymerization time. Note that both data sets collapse on a single curve at short polymerization times. Regardless of the drain speed, the brush thickness increases linearly at short polymerization times and levels off at longer polymerization times. The latter behavior is associated with premature termination of the growing polymers... Fig. 26 Dry thickness of poly(acryl amide) as a function of the position on the silica substrate prepared by slow ( ) and fast ( ) removal of the polymerization solution by utilizing the method depicted in Fig. 24. The inset shows the dry poly(acryl amide) thickness as a function of the polymerization time. Note that both data sets collapse on a single curve at short polymerization times. Regardless of the drain speed, the brush thickness increases linearly at short polymerization times and levels off at longer polymerization times. The latter behavior is associated with premature termination of the growing polymers...
The rotating disc electrode is constructed from a solid material, usually glassy carbon, platinum or gold. It is rotated at constant speed to maintain the hydrodynamic characteristics of the electrode-solution interface. The counter electrode and reference electrode are both stationary. A slow linear potential sweep is applied and the current response registered. Both oxidation and reduction processes can be examined. The curve of current response versus electrode potential is equivalent to a polarographic wave. The plateau current is proportional to substrate concentration and also depends on the rotation speed, which governs the substrate mass transport coefficient. The current-voltage response for a reversible process follows Equation 1.17. For an irreversible process this follows Equation 1.18 where the mass transfer coefficient is proportional to the square root of the disc rotation speed. [Pg.18]

Therefore, the stability and lifetime of such thin films will be dependent on these different characteristics. This is evident from the fact that, as an air bubble is blown under the surface of a soap or detergent solution, it will rise up to the surface. It may remain at the surface if the speed is slow, or it may escape into the air as a soap bubble. Experiments show that a soap bubble consists of a very thin liquid him with an iridescent surface. But, as the huid drains away and the thickness decreases, the bubble approaches the equivalent of barely two surfactant molecules plus a few molecules of water. It is worth noting that the limiting thickness is of the order of two or more surfactant molecules. This means that one can see with the naked eye the molecular-size structures of thin liquid hlms (TLFs) (if curved). [Pg.21]

Figure 14. Various results for the mean-field solution, Eqs. (160)-(162), of a dipole in a field that is ramped from Hi = 0 to Hf = (a) Fields mx s) and 1x s) at the ramping speed r = 1. Curves... Figure 14. Various results for the mean-field solution, Eqs. (160)-(162), of a dipole in a field that is ramped from Hi = 0 to Hf = (a) Fields mx s) and 1x s) at the ramping speed r = 1. Curves...
UMEs of 10 pm in diameter and voltammetric instruments for use with such UMEs are commercially available. Electrodes of smaller dimensions can be prepared in the laboratory, although this requires considerable skill [74], In order to use UMEs successfully for high-speed voltammetry in highly resistive solutions, care must be taken concerning the effects of the ohmic drop and the capacitance of the cell system [65 b, 74, 75]. Moreover, two types of voltammograms, i.e. curves (a) and (b) in Fig. 5.23, should be used appropriately, according to the ob-... [Pg.262]

The reproducibility of curves P< = f(n) is usually good (Figure 3) for the same polymer and for two polymers prepared under the same conditions (where Pi = weight of fraction i, n = cc of methanol for 25 cc of initial solution). Differences in curves may be related to accidental factors such as temperature increase and variation of rotation speed during centrifuging. Examples of precipitation are given in Tables I, II, and III. [Pg.292]


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