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4.2.1. Thermal Considerations. Denso QR Bar Code decoder on java Using Barcode decoder for . Although simple and appealing, a purely thermal mechanism would not ccount for the polarization dependence that is observed experimentally. The grating formation proceeds at remarkably low laser power, thus thermal mechanisms appear untenable. A more detailed modeling analysis (Yager and Barrett, 2004) showed that the temperature gradient induced in a sample under typical SRG formation conditions was on the order of 10 4 K. This thermal gradient is much too small for any appreciable spatial variation of material properties. The net temperature rise in the sample was found to be on the order of 5 K, which again suggests that thermal effects (such as temperature-induced material softening) are negligible. However, high intensity experiments have shown the formation of gratings that could not be subsequently thermally erased (Bian et al., 1999). It is likely that in these cases a destructive thermal mechanism plays a role. In nanosecond-pulsed experiments, gratings can be formed (Si et al., 2002; Leopold et al., 2000; Ramanujam et al., 1999; Schmitt et al., 1997). However, these gratings are because of irreversible ablation of the sample surface, a phenomenon well established in high power laser physics. Moreover, the formation of gratings at these energies does not require azobenzene: any absorbing chromophore will do (Baldus et al., 2001). Computer modeling con rms temperature rises on the order of B8000 K for nanosecond pulses (Yager and Barrett, 2004), clearly an entirely.Related: .NET EAN-13 Generating , Generate EAN 128 .NET , Create UPC-A .NET

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When considering the behaviour of stellar spectra under the in uence of strong magnetic elds, Babcock (1949) noted that anomalous Zeeman patterns could be much wider than the thermal Doppler patterns or absorption lines that are strongly saturated, this may lead to additional radiation being absorbed and he coined the term magnetic intensi cation of stellar absorption lines He suggested that if equivalent widths of lines are measured, this could lead to estimations of magnetic eld strengths by comparison of lines selectively intensi ed by Zeeman splitting It was later suggested by Warwick (1951) that broadband linear polarization might be detectable in magnetic stars as a result of the same mechanism and the idea was developed by Leroy (1989) who showed that a non-zero polarization is generated across the overall spectrum, with the cumulative effects of all the lines controlling the behaviour of p ( ) His calculations involved a treatment for each individual line based on an analytic solution of the transfer equation, carefully adjusted to solar conditions, to provide a good t to the actual curve of growth of photospheric lines The exercise was conducted for the case of weak magnetic elds, with the Zeeman splitting being much smaller than the line-width (B D 500 G), and for strong elds, with most of the photospheric lines completely split (B D 10 000 G) The resulting polarization spectra, as displayed in Figure 93, show a variation which behaves approximately as 1/ 4 , but with a dip at 4800 and bump at 5200 , providing distinctive features for differentiating the mechanism relative to Rayleigh scattering In a following paper, Leroy (1990) refers to this form of generation of polarization as the effect of differential saturation of Zeeman components, and that it is noticeably reduced in blended lines Any polarization signal does not increase very much.

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