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Width, practical

In practical micro-reactors designed for fuel processor systems the channel dimensions are in the range 250-1000 gm in height and from 250 gm to several millimeters in width. Practical micro-reactors are comprised of a multitude, normally thousands, of channels of identical dimensions which are operated in parallel. Owing to the high number and relatively large dimensions of the chaimels, the pressure drop is in the order of a few millibars to a few tens of millibars. [Pg.186]

Obviously, the practical upper bound of the effective width can reach three times of the pile projected width. Practically, the effective pile width will always be larger than the soldier pile projected width but will be less than the physical pile spacing S. ... [Pg.296]

The experimental investigations are carried out in order to get an idea about the variations of the visibility of the indications during practical inspections. The specimen where a test piece with spare eroded artificial defects (Width 25 pm depth d = 30, 60, 120 pm) and other specimen with natural cracks, a forged steering lever and a weld. As an example, in Fig 4 the steering lever with 2 cracks can be seen and below the dependance on the visibilty of a weak indication and a part of the bright indications on the field strenght H. [Pg.674]

In practice, only a limited number of views are available the scanned sector is typically 180 or 360°, and the angular increment 2°. Moreover the frequency band-width of the employed pulses is very limited, typically one octave. The resolving power of the system is then limited. A typical numerical signal is composed of 1024 samples at a sampling period of 50 nsec. [Pg.746]

The center of the wavepacket thus evolves along the trajectory defined by classical mechanics. This is in fact a general result for wavepackets in a hannonic potential, and follows from the Ehrenfest theorem [147] [see Eqs. (154,155) in Appendix C]. The equations of motion are straightforward to integrate, with the exception of the width matrix, Eq. (44). This equation is numerically unstable, and has been found to cause problems in practical applications using Morse potentials [148]. As a result, Heller inboduced the P-Z method as an alternative propagation method [24]. In this, the matrix A, is rewritten as a product of matrices... [Pg.273]

The number of discrete points of /cicc( ) determines the resolution of the chirality code is a smoothing factor which in practice controls the width of the peaks obtained by a graphical representation versus u. An example of a chir-... [Pg.422]

In practice the laser can operate only when n, in Equation (9.2), takes values such that the corresponding resonant frequency v lies within the line width of the transition between the two energy levels involved. If the active medium is a gas this line width may be the Doppler line width (see Section 2.3.2). Figure 9.3 shows a case where there are twelve axial modes within the Doppler profile. The number of modes in the actual laser beam depends on how much radiation is allowed to leak out of the cavity. In the example in Figure 9.3 the output level has been adjusted so that the so-called threshold condition allows six axial modes in the beam. The gain, or the degree of amplification, achieved in the laser is a measure of the intensity. [Pg.342]

In general, once the curtain of filaments has been produced, it is necessary to attenuate the filaments in order to provide strength and resistance to deformation. The most commonly practiced approach is to utilize a single slot, which is at least the width of the curtain, at a point below the spinning plate and above the laydown screen. There are two practical approaches taken. The first utilizes the injection of low pressure air at a point above the slot so that the fibers attain sufficient acceleration in the slot to provide adequate draw (22) (Fig. 7). The second utilizes a low pressure vacuum below a venturi to provide the pressure differential requited for sufficient acceleration and resulting attenuation (30). [Pg.167]

Thermal printing usually involves passing materials over a full-width array of electronically controlled heaters (a thermal printhead). This marks thousands of spots simultaneously, so pages print relatively quickly. Image data to control the printhead usually come from computer systems. Black-and-white and full-color systems are both practical. Color is slower and more cosdy to purchase and use, primarily because this involves three or four successive printing operations, one for each color used. [Pg.50]

Method of Feed The screening machine must be fed properly in order to obtain maximum capacity and efficiency. The feed should be spread evenly over the full width of the screen cloth and approach the screen surface in a direction parallel to the longitudinal axis of the screen and at as low a practical velocity as is possible. [Pg.1775]

Analytical solutions for self-preseivdng growth do exist for some coalescence kernels and such benavior is sometimes seen in practice (Fig. 20-97). Roughly speaking, self-preseivdng growth implies that the width of the size distribution increases in proportion to mean granule size, i.e., the width is uniquely related to the mean of the distribution. [Pg.1906]

Important in the planning for an installation that is to handle rail and highway equipment are the width, length, height, and turning radius of vehicles that will serve the facility. These dimensions can be easily obtained from carriers as well as from equipment manufac tur-ers. Adequate clearances must be provided for railroad and other work crews. The clearances are often specified in state labor-practice codes. [Pg.1982]

Table 2.2 lists the energies and line-widths of the characteristic X-ray lines from a few possible candidate materials. In practice Mg Ka and A1 Ka are the two used universally because of their line energy and width and their simple use as anode material. [Pg.10]

The standard deviation of the extra-column dispersion is given as opposed to the variance because, as it represents one-quarter of the peak width, it is easier to visualize from a practical point of view. It is seen the values vary widely with the type of column that is used, (ag) values for GC capillary columns range from about 12 pi for a relatively short, wide, macrobore column to 1.1 pi for a long, narrow, high efficiency column. [Pg.289]


See other pages where Width, practical is mentioned: [Pg.125]    [Pg.1349]    [Pg.139]    [Pg.198]    [Pg.125]    [Pg.1349]    [Pg.139]    [Pg.198]    [Pg.716]    [Pg.1145]    [Pg.2255]    [Pg.2485]    [Pg.131]    [Pg.389]    [Pg.420]    [Pg.309]    [Pg.385]    [Pg.195]    [Pg.400]    [Pg.147]    [Pg.150]    [Pg.8]    [Pg.6]    [Pg.381]    [Pg.250]    [Pg.161]    [Pg.530]    [Pg.82]    [Pg.375]    [Pg.1758]    [Pg.1774]    [Pg.53]    [Pg.286]    [Pg.307]    [Pg.447]    [Pg.63]    [Pg.69]    [Pg.173]    [Pg.188]    [Pg.232]   
See also in sourсe #XX -- [ Pg.70 ]




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Resonance, absorption practical width

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