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Consequently, the low diffraction state in the absence of UV excitation is quite stable Should a long-period stability of the low diffraction state be required, an intermittent short-time UV excitation can be applied to prevent the returning of cis-azobenzene to the trans form As already explained, using LC-based materials lled in a cell, gratings with periods o30 mm cannot be obtained with a grating photomask because of the diffraction of light by the mask before reaching the photosensitive sample (Tong and Zhao, 2003) Holographic recording is needed to make gratings with smaller periods A 5-mm period holographic grating was obtained using the same material (BL006/azobenzene monomer/photoinitiator) and an interference pattern generated by an Ar+ laser (514 nm, 85 mW/cm2 per pumping beam) for photopolymerization Figure 1127 shows the electrical and optical switching of the rst-order (+1) diffraction ef ciency of the holographic grating.

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For c in moles per cubic centimetre and D in square centimetres per second, the solution to this problem has the form

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The same switching conditions as in Fig 1126 were used except that the UV and visible lights were applied for 2 s It is seen that the diffraction can be switched both electrically and optically, though the diffraction ef ciency and the switching performance are not as good as the large-period grating obtained using a photomask The grating formation dynamics measurement found that the holographic grating came from the same origin On cooling the cell from the isotropic phase of BL006 (1251C) after 20-min exposure to the interference pattern, diffraction occurs once the LC enters the nematic phase; the diffraction ef ciency increases with lowering the temperature because of increasing difference between ne and np Moreover, similar to the large-period grating, the diffraction ef ciency is highly dependent on the polarization of the probe light, being decreased with increasing the angle between.

TIPS (CONTINUED)

= 0.62D-1/3v-1/6a>1/2(c - c*)

10 Transmittance (a.u.)

(2.7.12)

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Aim high on processor power, especially if you are consolidating through virtualization. Consider purchasing high-end blades with efficient power and cooling built in. Evaluate the cooling requirements of the processor-chip options you are considering (that is, evaluate comparable options from multiple vendors, including AMD and Intel). If you are using different classes of blades (for example, some low-end and some higher-end), you might consider grouping them by frame for manageability. However, if your high-end blades produce excessive heat output, consider mixing them within the frames to spread the heat, and managing them as a group of resources. If necessary for proper cooling, it s OK to leave some empty space in your chassis or racks. Even if you don t fully populate your chassis or racks due to power or cooling issues, blades still offer more computing power per footprint than traditional servers. If you are using or planning to use server virtualization, the tools for moving running virtual machines may allow movement only within matching processor groups. This may also be true for image deployment and server failover. Consistency in memory size may also be helpful. Keep this in mind as you make your blade-purchasing decisions. (This is one of the reasons that virtualization goes well with blades, because blades are typically bought as a group.)

Water content (%, v/v) (a) 12

J=-D(^)

Many of the considerations listed for CPUs also apply to memory. Understanding your applications and their runtime characteristics is the best way to determine requirements when moving to blades. Q What are the memory requirements of the applications that will run on the blades, including all tiers of the application infrastructure

=0.62D2/3v-l/6<ol/2(c -c*)

10 Transmittance (a.u.)

(2.7.13)

Water content (%, v/v) (b) 11

For example, in a three-tiered architecture, with a web front end, middleware, and a back-end database, it is important to understand the needs of each tier as well as how they communicate.

The thickness of the Nernst layer (see Eq. 2.7.1) is 6 = 1.6lD1/3vl/6co-l/2 Convective diffusion to a growing sphere. In the polarographic method (see Section 5.5) a dropping mercury electrode is most often used. Transport to this electrode has the character of convective diffusion, which, however, does not proceed under steady-state conditions. Convection results from growth of the electrode, producing radial motion of the solution towards the electrode surface. It will be assumed that the thickness of the diffusion layer formed around the spherical surface is much smaller than the radius of the sphere (the drop is approximated as an ideal spherical surface). The spherical surface can then be replaced by a planar surface

10 Transmittance (a.u.)

Fig. 2.23 Movement of the solution towards an expanding sphere modelled by a prism with an expanding plane as a base. When the base expands from the original area A ^ Q D , (equal to Aotf3) to the area A2B2C2D2 (AQt^3) then the point in the solution originally at a distance xx must move to the distance x2 in order to keep a constant volume of the prism Vo (i.e. to preserve the condition of the incompresssibility of the solution, see Eq. 2.7.4). This model fits the actual situation only when the distance xx is small {xx AJ )

12

6 Water content (%, v/v) (c)

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