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Disturbances thermal field

This equation for the disturbance amplitude of normal component of velocity represents a forced d3mamics with the thermal field acting as the forcing. The homogeneous part of the solution is governed by the following characteristics, Ai 2 = and As,4 = where + iRe k — u ). Out... [Pg.204]

In Fig. 6.11, two sets of eigenfunctions are shown for the case with K = 5 X 10 and Re = 1000. In Fig. 6.11(a) the case corresponds to LVo = 0.1 for which the hydrodynamic mode attains its maximum growth and thus the eigenfunctions once again represent the disturbance velocity components. In Fig. 6.11(b) the case corresponds to loq = 0.7 and the eigenvalue for this case indicates the thermal mode to be at its maximum growth rate. Hence the plotted function corresponds to the disturbance temperature field. [Pg.228]

In a series of experiments with an isolated perfused bovine kidney, Crezee and Lagendijk (1990) inserted a small plastic tube into the tissue of a bovine kidney and measured the disturbance temperature fields in a plane perpendicular to the tube while heated water was circulated through it, and the kidney cortex was perfused at different rates. They also used thermocouples to map the temperature distribution in the tissue of isolated perfused bovine tongues at various perfusion rates (Crezee et al., 1991). By examining the effect of increased perfusion on the amplitude and width of the thermal profile, they demonstrated that the temperature measurements agre better with a perfusion-enhanced as opposed to the perfusion source term in the Pennes equation. [Pg.55]

Supply Air When designing workbenches, it is essential that the supply air face area be large enough to cover the contained area. Therefore it is important to have some indication of the operator s range of movements for all intended operations. Moreover, for efficient protection the supply airflow must be adequate to get a stable flow field that will not be affected by ambient disturbances. In industrial applications the suitable mean supply air velocities are typically between 0.2 and 0.45 m s h Low velocities should be used when the distance between the supply air unit and the operator is small or for cool supply air. High velocities are applicable at greater distances and in hot environments, with thermal comfort being considered. [Pg.977]

The reason for this can be seen as follows. In a perfect crystal with the ions held fixed, a positive hole would move about like a free particle with a mass m depending on the nature of the crystal. In an applied electric field, the hole would be uniformly accelerated, and a mobility could not be defined. The existence of a mobility in a real crystal derives from the fact that the uniform acceleration is continually disturbed by deviations from a perfect lattice structure. Among such deviations, the thermal motions of the ions, and in particular, the longitudinal polarisation vibrations, are most important in obstructing the uniform acceleration of the hole. Since the amplitude of the lattice vibrations increases with temperature, we see how the mobility of a... [Pg.248]

The design and development of kinematic mounts is a rich and complex field, but we only introduce the subject and its basic ideas here. When dealing with optics, stress-free mounts are often essential in order to avoid distorting the optic. Possible disturbances that must be considered include changes in gravity vector and changes in the thermal environment. [Pg.53]

The indicated boundary conditions imply the forcing of the system by thermal input on the wall, while the disturbances decay in the far stream, as y —> (X). Equations (6.4.10)-(6.4.11), together with the boundary conditions (6.4.12)-(6.4.13) reveal an interesting phenomenon that the temperature field given by (6.4.11), decouples from the velocity field in the free stream (y —> cxd), as T 0 there. The characteristic modes at free stream are given by where S = [k" + iRePr k — ct )] /. However, the... [Pg.204]

In Figs. 6.12 to 6.14, similar eigenfunctions are shown for the identical parameter combinations for which the hydrodynamic and thermal modes are most unstable and thus represents disturbance velocity and temperature fields. [Pg.230]

The artificial force is estimated from the intermolecular force field experienced by each molecule. Since the molecules are not in a perfect crystalline position, there always exists a force imbalance, which may be induced by thermal excitation, defects, non-crystalline structures, or other disturbing sources. At each time step the forces acting on each molecule by neighboring molecules are averaged, and the averaged force is used as the amplitude of the external force. Another parameter to be determined is the period of the external cyclic field, which is estimated by the oscillating frequency of the lattice constant divided by the atomic velocity. Moreover, to speed up numerical calculations the external cyclic field frequency of 500 GHz are imposed on some molecules selected from the amorphous-phase, although 2.45 GHz is applied for the experimental microwave assisted crystallization [3], and much lower frequencies are currently tried for the AMFC. [Pg.374]

If P is plotted against 1/P straight lines are obtained (Fig. 65). Pj is temperature-independent because thermal collisions may disturb the direction of a molecule but not that of an induced dipole on the other hand P decreases with temperature because random collisions interfere with the lining up of permanent dipoles in the field. [Pg.121]

Although these acoustical probes can be made very small they will always slightly disturb the ultrasonic field. Just as in the case of coated thermal probes, the response signal depends on the nature and size of the probe, thus it is important that the microphones are carefully calibrated. They are however widely used, especially to calibrate medical ultrasonic equipment. Recently, very small and sensitive devices using PVDF membranes [68,69] or fiber optics [70] have been described. PVDF has piezoelectric properties and miniature membrane hydrophones (about 0.5 mm in diameter) are available. Fiber optic probes can even be smaller and a spatial resolution of 0.1 mm has been claimed [70],... [Pg.32]


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See also in sourсe #XX -- [ Pg.175 , Pg.191 , Pg.193 ]




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