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Initial size

Fig. 5b. Relation of T-curve to crack growth and strength (b) tangency condition for crack growth for a flaw of initial size t... Fig. 5b. Relation of T-curve to crack growth and strength (b) tangency condition for crack growth for a flaw of initial size t...
Growth rate is very sensitive to liquid content for narrow initial-size distributions, with increases in liquid content for fine powders leading to an approximate exponential increase in granule size. For low-viscosity hquids, granulation occurs when very Hose to the saturation of the granule. This leads to the following equation to estimate moisture requirements [Capes, Pai ticle Size Enlargement, Elsevier (1980)] ... [Pg.1893]

Once this information has been obtained, the cyclic time of the system can be established. This is primarily an economic consideration, and should be reviewed and reevaluated after the initial sizing of the system. Should the initial capital cost of the adsorber be too high, the cyclic time may be reduced to enable use of a smaller system. In general, the larger the system, the greater the overall efficiency, and the less energy that will be spent per pound of material adsorbed. [Pg.296]

Assuming that the geometry function, Y, does not change as the crack grows then this equation may be integrated to give the number of cycles, N/, which are necessary for the crack to grow from its initial size (2n,) to its critical size at fracture (lOc). [Pg.146]

Figure 4. TEM and HRTEM images of (a) 6.5 nm Co nanoparticles and (b) Co-core/Au-shell nanoparticles using Co nanoparticles as the seed material. Lattice distances measured by HRTEM as well-matched to known Au lattice parameters for the (111) plane (inset). The average size of the Co-core/Au-shell nanoparticles is ca. 6.4 nm, which is similar to the initial size of the Co nanoparticles because the atom exchange process is the only operative reaction. (Reprinted from Ref [145], 2005, with permission from American Chemical... Figure 4. TEM and HRTEM images of (a) 6.5 nm Co nanoparticles and (b) Co-core/Au-shell nanoparticles using Co nanoparticles as the seed material. Lattice distances measured by HRTEM as well-matched to known Au lattice parameters for the (111) plane (inset). The average size of the Co-core/Au-shell nanoparticles is ca. 6.4 nm, which is similar to the initial size of the Co nanoparticles because the atom exchange process is the only operative reaction. (Reprinted from Ref [145], 2005, with permission from American Chemical...
In this reaction scheme, the steady-state concentration of peroxyl radicals will be a direa function of the concentration of the transition metal and lipid peroxide content of the LDL particle, and will increase as the reaction proceeds. Scheme 2.2 is a diagrammatic representation of the redox interactions between copper, lipid hydroperoxides and lipid in the presence of a chain-breaking antioxidant. For the sake of clarity, the reaction involving the regeneration of the oxidized form of copper (Reaction 2.9) has been omitted. The first step is the independent decomposition of the Upid hydroperoxide to form the peroxyl radical. This may be terminated by reaction with an antioxidant, AH, but the lipid peroxide formed will contribute to the peroxide pool. It is evident from this scheme that the efficacy of a chain-breaking antioxidant in this scheme will be highly dependent on the initial size of the peroxide pool. In the section describing the copper-dependent oxidation of LDL (Section 2.6.1), the implications of this idea will be pursued further. [Pg.27]

There is currently no definitive role for adjuvant radiation in colon cancer. However, patients who receive surgery for rectal cancer receive radiation therapy to reduce local tumor recurrence. Adjuvant radiation plus chemotherapy is considered standard treatment for patients with stage II or III rectal cancer after the surgical procedure is complete.17 Preoperative radiation may be used to reduce the initial size of rectal cancers in order to make the surgical procedure easier. [Pg.1346]

The polymerized vesicles showed much greater stability over the unpolymerized ones. On standing at room temperature, the unpolymerized vesicles remained stable only for about 2 days, after which time precipitation of some of the lipid was noted substantial precipitation of the lipid was observed after 6 days of standing. By comparison, there was only a trace of precipitation in the polymerized vesicle system after standing 6 days at room temperature, and no substantial precipitation was observed after a 2-week period. The electron microscope pictures of Figure 4 showed that most of the polymerized vesicles retained their initial sizes and and shapes after 6 days. [Pg.286]

One solution that was considered by Rayleigh (Lamb, 1945) for the determination of bubble collapse time, tm, used the model of a bubble with initial size Rm, suddenly subjected to a constant excess liquid pressure pL. Neglecting the surface tension and the gas pressure in the bubble, Eq. (2-29) may be rearranged to... [Pg.55]

Given the solubility, the diffusion coefficient, and the density of the solid, the lifetime of a particle of initial size aa can be estimated. Furthermore, this equation... [Pg.118]

The experimental results of Capes and Danckwerts (C6) and Kanetkar (K1), using a balling drum and a disk granulator, respectively, have shown that the thickness of the snowballed layer is approximately independent of the initial size of the seed pellet. It then follows that the rate of pick up of the loose particulate material is proportional to the surface area of the granule hence,... [Pg.85]

Transient cavitation is generally due to gaseous or vapor filled cavities, which are believed to be produced at ultrasonic intensity greater than 10 W/cm2. Transient cavitation involves larger variation in the bubble sizes (maximum size reached by the cavity is few hundred times the initial size) over a time scale of few acoustic cycles. The life time of transient bubble is too small for any mass to flow by diffusion of the gas into or out of the bubble however evaporation and condensation of liquid within the cavity can take place freely. Hence, as there is no gas to act as cushion, the collapse is violent. Bubble dynamics analysis can be easily used to understand whether transient cavitation can occur for a particular set of operating conditions. A typical bubble dynamics profile for the case of transient cavitation has been given in Fig. 2.2. By assuming adiabatic collapse of bubble, the maximum temperature and pressure reached after the collapse can be estimated as follows [2]. [Pg.33]

The electrode current density is depends mainly on the solid reagents solubility and on the initial size of crystals... [Pg.472]

Other Tests. The so-called tumbler tests are usually used for testing material like coke, coal, iron ore pellets or tablets. They can be divided into drum tests and ball mill type tests. The latter type is used to derive both the Hardgrove Index and the Bond s Work Index, which are often used to classify the material friability as described in Sec. 3. They are generally more suited to coarse material. The Hardgrove Grindability test requires an initial size range form 595 to 1190 microns. [Pg.453]

Fig. 9.14 (A) Photographs of biodegradability of neat PLA and PLA-based nanocomposite recovered from compost with time. Initial size of the crystallized samples was 3 x 10 x 0.1 cm3. Fig. 9.14 (A) Photographs of biodegradability of neat PLA and PLA-based nanocomposite recovered from compost with time. Initial size of the crystallized samples was 3 x 10 x 0.1 cm3.
For this and other problems, the spread in the results depends on the initial size of the basis set. For small basis sets, the final branching ratios depend on the initial conditions—position and momentum parameters that define each basis function. Because in the TDB only 10 (out of 30) initial conditions were chosen independently, it is instructive to compare its results to the ones obtained when only 10 independent basis functions are used to represent the initial wavefunction. The purpose of this comparison is to examine the dependence of the branching ratios on the initial conditions and not to demonstrate an improvement in the results. Such an improvement is expected because the... [Pg.497]

Figure 20. The (So —> S2) absorption spectrum of pyrazine for reduced three- and four-dimensional models (left and middle panels) and for a complete 24-vibrational model (right panel). For the three- and four-dimensional models, the exact quantum mechanical results (full line) are obtained using the Fourier method [43,45]. For the 24-dimensional model (nearly converged), quantum mechanical results are obtained using version 8 of the MCTDH program [210]. For all three models, the calculations are done in the diabatic representation. In the multiple spawning calculations (dashed lines) the spawning threshold 0,o) is set to 0.05, the initial size of the basis set for the three-, four-, and 24-dimensional models is 20, 40, and 60, and the total number of basis functions is limited to 900 (i.e., regardless of the magnitude of the effective nonadiabatic coupling, we do not spawn new basis functions once the total number of basis functions reaches 900). Figure 20. The (So —> S2) absorption spectrum of pyrazine for reduced three- and four-dimensional models (left and middle panels) and for a complete 24-vibrational model (right panel). For the three- and four-dimensional models, the exact quantum mechanical results (full line) are obtained using the Fourier method [43,45]. For the 24-dimensional model (nearly converged), quantum mechanical results are obtained using version 8 of the MCTDH program [210]. For all three models, the calculations are done in the diabatic representation. In the multiple spawning calculations (dashed lines) the spawning threshold 0,o) is set to 0.05, the initial size of the basis set for the three-, four-, and 24-dimensional models is 20, 40, and 60, and the total number of basis functions is limited to 900 (i.e., regardless of the magnitude of the effective nonadiabatic coupling, we do not spawn new basis functions once the total number of basis functions reaches 900).
Fig. 7 Relation of tablet crushing strength and surface area of selected size fractions of anhydrous a-lactose, which had been compressed at 37.5 mPa. Data are shown for initial size fractions of (A) 24-32 /am, (B) 32-63 /am, (C) 63-100 /am, (D) 100-160 /am, (E) 160-200 /am, and (F) 250-315 /am. (Data adapted from Ref. 51.)... Fig. 7 Relation of tablet crushing strength and surface area of selected size fractions of anhydrous a-lactose, which had been compressed at 37.5 mPa. Data are shown for initial size fractions of (A) 24-32 /am, (B) 32-63 /am, (C) 63-100 /am, (D) 100-160 /am, (E) 160-200 /am, and (F) 250-315 /am. (Data adapted from Ref. 51.)...

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