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Blocking temperatures

Scotts technology (17) uses fluid-bed (Wurster column) technology to apply polymeric coatings to a number of fertilizer substrates including urea, potassium nitrate, potassium sulfate, and monoammonium phosphate (MAP). The coating material is appHed as a water-borne latex onto the fluidized substrate. As the substrate is fluidized with warm air (40—50°C), water is driven off and the latex coalesces into a continuous film around the fertilizer particle. The particular latex compositions used have selected glass-transition and blocking temperatures, which enable quick removal of the water before the soluble fertilizer core dissolves. This obviates the need to use precoats prior to the latex appHcation. [Pg.137]

It should be stressed that below a critical (Blocking) temperature (Tg) S.P. clusters will have a slow relaxation time (t) at which their net moment will align so-to-speak "parallel" to H, and thus appear to behave as if they had an apparent "bulk-like" ferromagnetic behavior. This aspect will result in a hysteresis or an "apparent" ferromagnetic behavior. Conversely, above the Tg, the hysteresis will disappear and the clusters will show a unique curve with no hysteresis (Fig. 2). [Pg.501]

In studies of superparamagnetic relaxation the blocking temperature is defined as the temperature at which the relaxation time equals the time scale of the experimental technique. Thus, the blocking temperature is not uniquely defined, but depends on the experimental technique that is used for the study of superparamagnetic relaxation. In Mossbauer spectroscopy studies of samples with a broad distribution of relaxation times, the average blocking temperature is commonly defined as the temperature where half of the spectral area is in a sextet and half of it is in a singlet or a doublet form. [Pg.221]

Even for applied magnetic fields below 1 T, the Zeeman energy may be larger than the anisotropy energy. Above the blocking temperature application of a... [Pg.222]

Chromatographic system. The gas chromatograph is equipped with a flamioniza-tion detector and a 2 mm x 1.8 m glass column packed with 10% phase G34 on 80- to 100-mesh support SI A. The column temperature is maintained at about 150 °C, and the injection port and the detector block temperatures are maintained at about 250 °C. Dry helium is used as the carrier gas at a flow rate of about 40 mL/min. Chromatograph the Standard preparation, measure the peak responses, and calculate the ratio, Rs, as directed for procedure the relative retention times are about 0.5 for valproic acid and 1.0 for biphenyl the resolution, R, between valproic acid and biphenyl is not less than 3.0 the relative standard deviation for replicate injections is not more than 2.0%. [Pg.227]

The observation of the SIM behaviour of TbPc2 and of TbPc 2 derivatives obtained by substituting the periphery of the phthalocyanine macrocycles combined with a considerable blocking temperature attracted much attention from both chemists and physicists. It was soon realized that these systems proved to be ideal testing grounds for theories of the coexistence of quantum and classical... [Pg.281]

Preparative and analytical HPLC were carried out in an ODS column using gradient elution. The gradient was composed of methanol, water and formic acid. The chemical structures of the new pigments were elucidated by UV-VIS, 2D NMR and LC-MS. MS conditions were capillary 3 kV, cone 30 and 60 V, extractor 7 V, sources block temperature 120°C, desolvation temperature 150°C [257],The chromatographic profile of the SEC fraction containing the new pigments is shown in Fig. 2.116. The chemical structures of the new derivatives identified by various spectroscopic techniques are shown in Fig. 2.117. [Pg.273]

Figure 3.21. Relaxation time t = co versus T(. For the 5 vol% and 17 vol% samples the lines are fits to the critical slowing down relation [Eq. (3.62)] with the parameters given in Table 111.1. The assumptions E = 0 and E = 500 yield exactly the same line. For the 0.06 vol% sample T is the superparamagnetic blocking temperature defined as the maximum of x". Figure 3.21. Relaxation time t = co versus T(. For the 5 vol% and 17 vol% samples the lines are fits to the critical slowing down relation [Eq. (3.62)] with the parameters given in Table 111.1. The assumptions E = 0 and E = 500 yield exactly the same line. For the 0.06 vol% sample T is the superparamagnetic blocking temperature defined as the maximum of x".
Because the appearance of the superparamagnetic effect depends on the particle size and on the anisotropy constant, it is often displayed at room temperature by iron oxides <10 nm in size, for example, soil iron oxides. Superparamagnetic relaxation may be counteracted by lowering the temperature and thereby increasing x. Superparamagnetic particles will usually be ordered below a blocking temperature,Tb, which is ... [Pg.121]


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