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Power relations

If the rotational velocity change is within reasonable limits and chauical efficiency does not change, Eqs. (9.74), (9.112) and (9.115) shaft power relation as... [Pg.763]

Thus, the shear stress is expressed as a function of the boundary layer thickness S and it is therefore implicitly assumed that a certain velocity profile exists in the fluid. As a first assumption, it may be assumed that a simple power relation exists between the velocity and the distance from the surface in the boundary layer, or ... [Pg.675]

So far, we have only considered perturbations in the forward direction. As in conventional free energy calculations, powerful relations can be derived if forward and backward perturbations are combined. With the free energy being a state function, we can reverse the path direction. This leads to several useful relations derived originally by Crooks [16, 18, 19], In particular, we obtain immediately... [Pg.180]

Fig. 4 Relation between EC (p.S cm ) and river discharge (W, m3 s ) with the power relation (EC = a x Wb) linking both parameters. Best and worth relation are illustrated for the Ebro (Oil, 027) stations and the tributaries (089, 087)... Fig. 4 Relation between EC (p.S cm ) and river discharge (W, m3 s ) with the power relation (EC = a x Wb) linking both parameters. Best and worth relation are illustrated for the Ebro (Oil, 027) stations and the tributaries (089, 087)...
Therefore, we can define a length scale range where the rough surface shows the fractal behavior by determining the inner and outer cutoffs using Eq. (28).121 In other words the fractal dimensions determined from the power relation between 7peak and... [Pg.370]

This dependence has a character close to linear in the considered range of initial powers. By this way it is demonstrated that transmittance of the strueture is power dependent, and moreover, the transmittance-versus-power relation is different depending on the spatial domain over which the light beam intensity is integrated. [Pg.168]

For shapes which have an appreciable fraction of area over which the normal component of the buoyancy force is directed away from the surface (e.g., a heated horizontal plate facing upward) the turbulent regime where SF oc (Ray occurs at low Ra. For example, the horizontal plates of Fig. 10.3 have only one side exposed, the side for which the normal component of buoyancy is directed away from the plate. Here the power relation applies at Ra > 10. For horizontal cylinders, on the other hand, such a relationship is exhibited for Ra > 5 X 10. For spheres in Fig. 10.2, there is no indication of this transition even at Ra = 10. The critical Rayleigh number, Ra/, above which the j-power relationship applies is correlated by... [Pg.255]

Assuming, as usual, a power relation between the variables... [Pg.13]

It is observed that Bueche s equation in combination with the g1/2 rule explains the results of this work whereas in combination with g3/2 it does not. The correction to g for polydispersity brings closer the agreement between the data and the seventh power relation. The difference of a few percent between the expected and observed slopes of 7 and 6.4 may be attributed to an undercorrection for polydispersity in this regard according to Graessley s findings current theories do not sufficiently account for the reduction in viscosity with polydispersity, whether the Beasley or the Stockmayer molecular weight distribution is employed (29). [Pg.100]

A simpler and perhaps more concise definition might state Power quality is a set of electrical boundaries that allows a piece of equipment to function in its intended manner without significant loss of performance or life expectancy. This definition embraces two things that we demand from an electrical device performance and life expectancy. Any power-related problem that compromises either attribute is a power quality concern. In light of this definition of power quality, this chapter provides an introduction to the more common power quality terms. Along with definitions of the terms, explanations are included in parentheses where necessary. This chapter also attempts to explain how power quality factors interact in an electrical system. [Pg.12]

Typical plasma parameters of the reduction tests with hydrogen can be seen in Table 2. Feed rate of the starting powder was changed by the flow rate of the carrier gas. The specific energy was calculated as the ratio of plate power related to the powder feed rate. Hence, this parameter considers two process variables simultaneously. In each run three samples were collected from different regions of the plasma system (i) from the reactor wall, (ii) from the bottom of the reactor, and (iii) from the cyclone. Particles deposited to different places of the plasma reactor and the cyclone were subjected to different thermal effects, so they probably have different physical and chemical characteristics, as well. [Pg.227]

The emancipatory-regulatory dimension classifies the space along a continuum which, at the emancipatory end, emphasises new and revolutionary initiatives in tourism system thinking. Studies at the other regulatory pole effectively preserve power relations and promote efficient business practices. [Pg.195]

The maximum voltage that can be applied to a thermistor, without a runaway condition being established, can be calculated from the voltage-power relation obtained by substituting Eq. (4.14) into Eq. (4.15) ... [Pg.163]

For many mathematical operations, including addition, subtraction, multiplication, division, logarithms, exponentials and power relations, there are exact analytical expressions for explicitly propagating input variance and covariance to model predictions of output variance (Bevington, 1969). In analytical variance propagation methods, the mean, variance and covariance matrix of the input distributions are used to determine the mean and variance of the outcome. The following is an example of the exact analytical variance propagation approach. If w is the product of x times y times z, then the equation for the mean or expected value of w, E(w), is ... [Pg.122]

If these results are considered for the selectivity, SP, with reference to the desired product P (in Fig. 85 the selectivity SR of the undesired by-product is plotted ), it becomes apparent that this increases with increasing W but decreases superpropor-tionally with increasing the throughput ratio qA/qB- This is because the propulsion jet power related to the total liquid throughput ApqB/(qA+qB) decreases with increasing qA/qB. [Pg.197]

A number of experimental investigations have shown that the velocity profile in a turbulent boundary layer, outside the laminar sublayer, can be described by a one-seventh-power relation... [Pg.244]

Responsibility Power relations between the actors with regards to risk management. [Pg.90]

C How i.s the intensity of emitted radiation defined For a diffusely emitting surface, how is the emissive power related to (he intensity of emitted radiation ... [Pg.717]

Thus far, this account of local measurement practices risks giving the impression that, although local conceptions of distance, area, volume, and so on were different from and more varied than the unitary abstract standards a state might favor, they were nevertheless aiming at objective accuracy. That impression would be false. Every act of measurement was an act marked by the play of power relations. To understand measurement practices in early modern Europe, as Kula demonstrates, one must relate them to the contending interests of the major estates aristocrats, clergy, merchants, artisans, and serfs. [Pg.27]


See other pages where Power relations is mentioned: [Pg.386]    [Pg.409]    [Pg.456]    [Pg.187]    [Pg.105]    [Pg.34]    [Pg.39]    [Pg.51]    [Pg.79]    [Pg.44]    [Pg.133]    [Pg.134]    [Pg.207]    [Pg.303]    [Pg.360]    [Pg.53]    [Pg.191]    [Pg.19]    [Pg.3]    [Pg.89]    [Pg.343]    [Pg.313]    [Pg.209]    [Pg.29]    [Pg.9]    [Pg.464]    [Pg.233]    [Pg.691]    [Pg.313]    [Pg.34]   
See also in sourсe #XX -- [ Pg.141 , Pg.371 ]




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