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Ozawa model

For nonisothermal crystallization processes, the kinetics can be analyzed by taking into account several theoretical models [41 3] including the frequently used Ozawa model [42], as described in Chapter 7. [Pg.295]

Iwata K, Ozawa R, Hamaguchi H (2002) Analysis of the solvent- and temperature-dependent Raman spectral changes of S1 trans-stilbene and the mechanism of the trans to cis isomerization dynamic polarization model of vibrational dephasing and the C=C double-bond rotation. J Phys Chem A 106 3614—3620... [Pg.266]

For anti-tumour drugs, Ozawa et cd. [27] proposed the following models. For cell cycle phase non-specific drugs (type I drug), the cytotoxic activity depends on the drug exposure, as reflected in the area under the intracellular concentration-time profile (AUC), and can be modelled using the following formula [2,28] ... [Pg.343]

YAGA-OZAWA PLOT YONETANI-THEORELL PLOT INDUCED FIT MODEL... [Pg.719]

Figure 12.19 Conceptual structure of ionic salt crystals and liquids a = crystal, b and c = liquid crystals, d = liquid, e = ionic liquid, according to the model of Hamaguchi and Ozawa. (Adapted from Hamaguchi, H., and Ozawa, R., Adv. Chem. Phys., 131,85-104, 2005. With permission.)... Figure 12.19 Conceptual structure of ionic salt crystals and liquids a = crystal, b and c = liquid crystals, d = liquid, e = ionic liquid, according to the model of Hamaguchi and Ozawa. (Adapted from Hamaguchi, H., and Ozawa, R., Adv. Chem. Phys., 131,85-104, 2005. With permission.)...
Ozawa, Y. (1970) Application of the Legendre transformation to one-dimensional packed bed model. Chem. Engng. Sci. 25, 529-533. [Pg.414]

Wang, L., Muramatsu, S., Lu, Y., Ikeguchi, K., Fujimoto, K., Okada, T., Mizukami, H., Hanazono, Y., Kume, A., Urano, F., Ichinose, H., Nagatsu, T., Nakano, I. and Ozawa, K. (2002). Delayed delivery of AAV-GDNF prevents nigral neurodegeneration and promotes functional recovery in a rat model of Parkinson s disease. Gene Ther. 9, 381-389. [Pg.275]

By applying multiple heating rate DSC measurements and Ozawa s isoconver-sional model free method, an activation energy of 34.2 kcal mol1 and pre-exponential factor of 1.99 1012 s 1 were calculated from the DSC peak maximum temperature - heating rate relationship. [Pg.232]

Figure 23 Chondrite-normalized abundances of REEs in representative harzburgites from the Oman ophiolite (symbols—whole-rock analyses), compared with numerical experiments of partial melting performed with the Plate Model of Vemieres et al. (1997), after Godard et al. (2000) (reproduced by permission of Elsevier from Earth Planet. Set Lett. 2000, 180, 133-148). Top melting without (a) and with (b) melt infiltration. Model (a) simulates continuous melting (Langmuir et al., 1977 Johnson and Dick, 1992), whereas in model (b) the molten peridotites are percolated by a melt of fixed, N-MORB composition. Model (b) is, therefore, comparable to the open-system melting model of Ozawa and Shimizu (1995). The numbers indicate olivine proportions (in percent) in residual peridotites. Bolder lines indicate the REE patterns of the less refractory peridotites. In model (a), the most refractory peridotite (76% olivine) is produced after 21.1% melt extraction. In model (b), the ratio of infiltrated melt to peridotite increases with melting degree, from 0.02 to 0.19. Bottom modification of the calculated REE patterns residual peridotites due to the presence of equilibrium, trapped melt. Models (c) and (d) show the effect of trapped melt on the most refractory peridotites of models (a) and (b), respectively. Bolder lines indicate the composition of residual peridotites without trapped melt. Numbers indicate the proportion of trapped melt (in percent). Model parameters... Figure 23 Chondrite-normalized abundances of REEs in representative harzburgites from the Oman ophiolite (symbols—whole-rock analyses), compared with numerical experiments of partial melting performed with the Plate Model of Vemieres et al. (1997), after Godard et al. (2000) (reproduced by permission of Elsevier from Earth Planet. Set Lett. 2000, 180, 133-148). Top melting without (a) and with (b) melt infiltration. Model (a) simulates continuous melting (Langmuir et al., 1977 Johnson and Dick, 1992), whereas in model (b) the molten peridotites are percolated by a melt of fixed, N-MORB composition. Model (b) is, therefore, comparable to the open-system melting model of Ozawa and Shimizu (1995). The numbers indicate olivine proportions (in percent) in residual peridotites. Bolder lines indicate the REE patterns of the less refractory peridotites. In model (a), the most refractory peridotite (76% olivine) is produced after 21.1% melt extraction. In model (b), the ratio of infiltrated melt to peridotite increases with melting degree, from 0.02 to 0.19. Bottom modification of the calculated REE patterns residual peridotites due to the presence of equilibrium, trapped melt. Models (c) and (d) show the effect of trapped melt on the most refractory peridotites of models (a) and (b), respectively. Bolder lines indicate the composition of residual peridotites without trapped melt. Numbers indicate the proportion of trapped melt (in percent). Model parameters...
Ozawa, S., Y. Watanabe, and 1. Morishima (1994). Spectroscopic characterization of peroxo-iron(Ill) chlorin complexes. The first model for a reaction intermediate of cytochrome d. Inorg. Chem. 33, 306-313. [Pg.182]

Taking into account that Ozawa et al. observed about 10 % structural difference between the ground and excited states, the molecular orbital calculations using cluster models based on the ground state GIF data can be used to discuss the electronic structure of the excited state in order to determine the luminescence mechanism. [Pg.384]

T. Funabiki, T. Toyoda, H. Ishida, M. Tsujimoto, S. Ozawa, and S. Yoshida, Oxygenase model... [Pg.436]

Ozawa S, Fuji H, Morishima I (1992) NMR studies of iron (II) nitrosyl Pi-cation radicals of octaethylchlorin and octaethylisobacteriochlorin as models for reaction intermediate of nitrite reductase. J Am Chem Soc 114 1548-1554... [Pg.96]

Takakura, H., Hattori, M., Tanaka, M., Ozawa, T. (2015). Cell-based assays and animal models for GPCR drag screening. Methods in Molecular Biology, 1272, 257—270. [Pg.19]

Figure 4.7 TGA data at different heating rates compared with modeling results from Ozawa method [12]. (With permission from Elsevier.)... Figure 4.7 TGA data at different heating rates compared with modeling results from Ozawa method [12]. (With permission from Elsevier.)...
Sonoda, Y., Ozawa, T., Aldape, K.D., Deen, D.F., Berger, M.S., and Pieper, R.O. (2001) Akt pathway activation converts anaplastic astrocytoma to glioblastoma multiforme in a human astrocyte model of glioma. Cancer Research, 61, 6674-6678. [Pg.274]

The crystallization kinetics was assessed using several models, such as Ozawa theory and Jeziomy model [75]. [Pg.139]

Ozawa extended the Avrami model to quantify polymer crystallization kinetics using noniso-thermal data [289]. It was reasoned that nonisothermal crystallization amounted to infinitesimal short crystallization times at isothermal conditions, given a crystallization temperature T [290]. This analysis led to the following equation ... [Pg.160]

Kinetic model of Ozawa—Flynn—Wall method... [Pg.129]


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Ozawa

Ozawa-Flynn-Wall model

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