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Growth rates, high temperature

The effects of temperature (Fig. 10(b)) are very similar to those of the rate. Crack growth at high temperatures is characteristically unstable, while tending... [Pg.134]

Effect of Temperature. As with enzymes (cf. Figure 7-9), there is an optimum in growth rate with temperature owing to the competition of increased rales with increasing temperature and denaturizing the enzyme at high temperatures. An empirical law that describes this functionality is given in Aiba et al. and is of the form... [Pg.425]

Finally, the crystallization process of PEG/PMMA blends is influenced by the PEG molecular weight. Both the variation of the spherulitic growth rate, melting temperature and energy of formation of surface nuclei with the composition indicate that the molecular weight plays a decisive role mainly at high values of the... [Pg.81]

At very high growth rates, the temperature at the end in the dendrite can reach that of solidest phase line and plane interface and its growth will happen (not dendritic growth). The concentration of components in the solid-phase is homogeneous and there is no segregation. [Pg.333]

Explain the relative effect of growth rate vs. temperature for surface-reaction and mass-transport Idnetically crmtrolled thin film MOCVD processes. Why does the growth rate decrease for depositions taking place at very high temperatures ... [Pg.346]

If a compact film growing at a parabolic rate breaks down in some way, which results in a non-protective oxide layer, then the rate of reaction dramatically increases to one which is linear. This combination of parabolic and linear oxidation can be tenned paralinear oxidation. If a non-protective, e.g. porous oxide, is fonned from the start of oxidation, then the rate of oxidation will again be linear, as rapid transport of oxygen tlirough the porous oxide layer to the metal surface occurs. Figure C2.8.7 shows the various growth laws. Parabolic behaviour is desirable whereas linear or breakaway oxidation is often catastrophic for high-temperature materials. [Pg.2729]

Figure C2.8.7. Principal oxide growth rate laws for low- and high-temperature oxidation inverse logarithmic, linear, paralinear and parabolic. Figure C2.8.7. Principal oxide growth rate laws for low- and high-temperature oxidation inverse logarithmic, linear, paralinear and parabolic.
Effects of Rate Conditions. It is essential for commercial a-quartz crystals to have usable perfection growth at a high rate and at pressure and temperature conditions that allow economical equipment design. The dependence of rate on the process parameters has been studied (8,14) and may be summarized as follows. Growth rate depends on crystallographic direction the (0001) is one of the fastest directions. Because AS is approximately linear with AT, the growth rate is linear with AT. Growth rate has an Arrhenius equation dependence on the temperature in the crystallization zone ... [Pg.520]


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