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8 7 Diffraction efficiency (%) 6 5 4 3 2 1 0 0 5 Field-off 10 15 20 25 30 35 40 45 50 55 60 65 70 Time (s) (a) 8 UV light Diffraction efficiency (%) 6 Field-on

137 The assumption of a steady state corresponds to laminar flow of the liquid This is fulfilled only under certain conditions (limited velocity of the liquid, smooth phase boundary between the flowing liquid and the other phase, etc) Otherwise, turbulent flow occurs, where the local velocity depends on time, pulsation of the system, etc Mathematically the turbulent flow problem is a very difficult task and it is often doubtful whether, in specific cases, it is possible to obtain any solution at all Liquid flow originates from the effect of various forces In forced convection, these are mechanical forces acting, eg on a piston forcing the liquid into a vessel, or a stirrer transferring the impulse to a liquid in a vessel, etc In this manner, pressure gradients are formed in the solution, resulting in motion of the liquid.

Natural {free) convection results when density changes are produced in the solution as a result of concentration changes produced by transport processes It is the force of gravity that causes natural convection and produces hydrostatic pressure gradients in solution that are different from conditions in a liquid of constant density that is at rest The relationship between the motion of a viscous liquid and the mentioned forces is given by the Navier-Stokes equation + (v grad)v = - - grad/ + vV2v + g ^ P Po^ (278) dt p p where p is the variable liquid density, p 0 is the density of the liquid at rest, v is its kinematic viscosity (v = r]/p), gis the acceleration of gravity and p is the difference between the total pressure and the hydrostatic pressure.

0 0 20

servers into multiple virtual machines on a blade. (This is discussed further in 14, System Software Considerations. ) Q What operating systems will you be running on the blade Are they supported by the blade vendor If you are running virtualization software that requires virtualization hardware assist such as Intel VT or AMD-V, this must be your starting point.

The right-hand side of this equation describes the pressure gradient for forced convection, the effect of viscosity forces and the effect of gravitation during natural convection For sufficiently intense forced convection, the effect of natural convection can be neglected These conditions are assumed in the subsequent discussion As it is assumed that the liquid is incompressible, the continuity equation (274) is valid In forced convection, the velocity of the liquid must be characterized by a suitable characteristic value V{), eg the mean velocity of the liquid flow through a tube or the velocity of the edge of a disk rotating in the liquid, etc For natural convection, this characteristic velocity can be set equal to zero The dimension of the system in which liquid flow occurs has a certain characteristic value /, eg.

Visible light 40 60 80 100 Time (s) (b) 120 140 160 180 200

Check all your systems and application software for any requirements for specific chips, including the following: Requirements for hardware virtualization assists (such as with Xen and Windows Server Virtualization) Architectural requirements for special chips or chipsets (for example, some applications may require a particular chip that is available from only one vendor) Requirements for multithreading (SMP)

the length of a tube or the longitudinal dimension of the plate along which the liquid flows or the radius of a disk rotating in the liquid, etc Solution of the differential equations (275), (277) and (278) should yield the value of the material flux at the phase boundary of the liquid with another phase, where the concentration equals c* If a rigorous solution to this problem is at all possible, it consists of two parts: (a) Solution of the hydrodynamic part of the problem in order to obtain a.

Figure 11.26. Switching of the rst-order (+1) diffraction ef ciency for the grating in Fig. 11.24 (80 mm for polymer line+liquid crystal line) by means of (a) a square-wave electric eld between 0 V (off-state) and 40 V (on-state); and (b) UV light (360 nm, 20 mW/cm2) and visible light (B440 nm, 26 mW/cm2), the irradiation time being 5 s.