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Frequency information

The described approach is suitable for the reconstruction of complicated dielectric profiles of high contrast and demonstrates good stability with respect to the noise in the input data. However, the convergence and the stability of the solution deteriorate if the low-frequency information is lacking. Thus, the method needs to be modified before using in praetiee with real microwave and millimeter wave sourees and antennas, whieh are usually essentially band-limited elements. [Pg.129]

Once a decision to use QRA has been made, you must decide whether frequency and/or consequence information is required (Steps 6 and 7). In some cases you may simply need frequency information to make your decision. For example, suppose you wish to evaluate the adequacy of operating procedures and safety systems associated with a chemical reactor. The main hazard of concern is that the reactor could experience a violent runaway exothermic reaction. You believe that you know enough about the severe consequences of a runaway and nothing more will be gained by quantifying the consequences of potential run-... [Pg.22]

Frequency Phase 3 Use Branch Point Estimates to Develop a Ere-quency Estimate for the Accident Scenarios. The analysis team may choose to assign frequency values for initiating events and probability values for the branch points of the event trees without drawing fault tree models. These estimates are based on discussions with operating personnel, review of industrial equipment failure databases, and review of human reliability studies. This allows the team to provide initial estimates of scenario frequency and avoids the effort of the detailed analysis (Frequency Phase 4). In many cases, characterizing a few dominant accident scenarios in a layer of protection analysis will provide adequate frequency information. [Pg.40]

In practice, the only positive way to evaluate performance of a unit is to install it in the compressor system and observe its operation relative to noticeable system vibration, compressor performance, and measured frequency information. More recent (circa 1996) developments have continued to use the earlier analog techniques,and digital computer programs now allow an evaluation of the system prior to fab-... [Pg.582]

Singer, D.A. and Kouda, R. (1988) Integrating spatial and frequency information in the search for Kuroko deposits of the Hokuroku district, Japan. Econ. Geol., 83, 18-29. [Pg.288]

The columns of this matrix contain the time information (amplitudes at a specific frequency as a function of time) and the rows the frequency information. [Pg.565]

The two axes (dimensions) in our 2D spectra are thus both frequency axes. We shall see as we continue that we can adjust our experiment so as to choose different types of frequency information. An early experiment, known as the J-resolved experiment, was designed in such a way that one axis was the (proton or carbon) chemical shift axis and the other the one-bond proton-carbon coupling constant. Flowever, this experiment is not generally very useful for structural determination, so that we shall not discuss it here. [Pg.37]

A small fraction of the molecules are in vibrationally excited states. Raman scattering from vibrationally excited molecules leaves the molecule in the ground state. The scattered photon appears at higher energy, as shown in Figure lb. This anti-Stokes-shifted Raman spectrum is always weaker than the Stokes-shifted spectrum, but at room temperature it is strong enough to be useful for vibrational frequencies less than about 1500 cm 1. The Stokes and anti-Stokes spectra contain the same frequency information. [Pg.241]

The Nyquist plot discussed in the previous section presents all the frequency information in a compact, one-curve form. Bode plots require that two curves be plotted instead of one. This increase is well worth the trouble because complex transfer functions can be handled much more easily using Bode plots. The two curves show how magnitude ratio and phase angle (argument) vary with frequency. [Pg.427]

A disadvantage of Fourier compression is that it might not be optimal in cases where the dominant frequency components vary across the spectrum, which is often the case in NIR spectroscopy [40,41], This leads to the wavelet compression [26,27] method, which retains both position and frequency information. In contrast to Fourier compression, where the full spectral profile is fit to sine and cosine functions, wavelet compression involves variable-localized fitting of basis functions to various intervals of the spectrum. The... [Pg.376]

Using automation software routines for the ASPECT 3000 pulse generator, we can utilize up to nine ejection/activation pulses, each combining up to four options. Mass (or frequency) information is taken from several variable user-defined lists, such that each option in each event may be used on a large number of masses. The variable mass and delay lists can be defined either via alphanumeric keyboard input, or they can be defined interactively from the spectrum via cursor. Each acceleration/ejection event can contain up to 4095 different steps. All events can be separated by fixed or incrementable delays. [Pg.94]

The use of multiple sample injections (up to a maximum of three) was found to enhance S/N, i.e., the S/N is slightly higher than the square root of the number of injected sample plugs. In addition, multipoint detections of a two-component sample [700,701] or four-component sample [699] were also achieved, but the separation resolution was not as good as that obtained from the conventional single-point detection [701]. Besides Fourier transform, wavelet transform was also used in multipoint fluorescent detection to retain some time information in addition to the frequency information [702]. [Pg.197]

X-ray and neutron diffraction patterns can be detected when a wave is scattered by a periodic structure of atoms in an ordered array such as a crystal or a fiber. The diffraction patterns can be interpreted directly to give information about the size of the unit cell, information about the symmetry of the molecule, and, in the case of fibers, information about periodicity. The determination of the complete structure of a molecule requires the phase information as well as the intensity and frequency information. The phase can be determined using the method of multiple isomor-phous replacement where heavy metals or groups containing heavy element are incorporated into the diffracting crystals. The final coordinates of biomacromolecules are then deduced using knowledge about the primary structure and are refined by processes that include comparisons of calculated and observed diffraction patterns. Three-dimensional structures of proteins and their complexes (Blundell and Johnson, 1976), nucleic acids, and viruses have been determined by X-ray and neutron diffractions. [Pg.87]

A critical difference between the Fourier transform defined in Equation 10.9 and the wavelet transform defined in Equation 10.22 is the fact that the latter permits localization in both frequency and time that is, we can use the equation to determine what frequencies are active at a specific time interval in a sequence. However, we cannot get exact frequency information and exact time information simultaneously because of the Heisenberg uncertainty principle, a theorem that says that for a given signal, the variance of the signal in the time domain a2, and the variance of the signal in the frequency (e.g., Fourier) domain c2p are related... [Pg.408]

By evaluation of the phonon-mode frequencies, information about strain [29] or about the incorporation of doping or alloying atoms can be derived. Besides the phonon-mode frequency, the phonon-mode broadening parameter provides information about crystal quality [30], because scattering due to a lower crystal quality or due to alloying makes the phonon-mode broadening parameter larger. [Pg.80]

This concept is one of the most difficult to quantitate. There are some relatively explicit definitions of information content for electronic communications. (For example, the Nyquist theorem defines the minimum sampling rate required in order to preserve the maximum frequency information in a periodic signal. And, the relationships between digital encoding formats and information content of a data base can be quantitated.) However, for the general problem of evaluating the results of instrumental measurements of chemical systems, the definitions for information content of data are very clear. [Pg.105]

An analysis of each study and all the studies as a whole to demonstrate how they relate to each claim of effectiveness. If some studies are considered more important than others, this should be noted and an explanation given. Any pooled analyses should be explained and presented. Any major inconsistencies or areas needing further exploration should be identified. Dose-response and dose-duration/dose-frequency information as well as any differences in response among subgroups should be included. [Pg.117]


See other pages where Frequency information is mentioned: [Pg.53]    [Pg.263]    [Pg.8]    [Pg.552]    [Pg.566]    [Pg.144]    [Pg.337]    [Pg.695]    [Pg.298]    [Pg.299]    [Pg.169]    [Pg.181]    [Pg.135]    [Pg.101]    [Pg.276]    [Pg.145]    [Pg.6]    [Pg.1217]    [Pg.397]    [Pg.30]    [Pg.3]    [Pg.224]    [Pg.289]    [Pg.251]    [Pg.406]    [Pg.133]    [Pg.197]    [Pg.268]    [Pg.97]    [Pg.161]    [Pg.229]   
See also in sourсe #XX -- [ Pg.297 ]




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