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Very high-frequency

This technique with very high frequency resolution was used to study the population of different hyperfme structure levels of the iodine atom produced by the IR-laser-flash photolysis of organic iodides tluough multiphoton excitation ... [Pg.2128]

Molecular Dynamics and Monte Carlo Simulations. At the heart of the method of molecular dynamics is a simulation model consisting of potential energy functions, or force fields. Molecular dynamics calculations represent a deterministic method, ie, one based on the assumption that atoms move according to laws of Newtonian mechanics. Molecular dynamics simulations can be performed for short time-periods, eg, 50—100 picoseconds, to examine localized very high frequency motions, such as bond length distortions, or, over much longer periods of time, eg, 500—2000 ps, in order to derive equiUbrium properties. It is worthwhile to summarize what properties researchers can expect to evaluate by performing molecular simulations ... [Pg.165]

Deficiency of Factor VII is relatively rare and inherited as an autosomal recessive disorder. Deficiency of Factor VII has been reported to be associated with bond abnormal bleeding and thrombotic tendencies. Deep vein thrombosis and pulmonary emboli have been reported in affected individuals. There is a very high frequency of Factor VII deficiency in people with the Dubin-Johnson syndrome, which is a congenital disorder of Hver function. [Pg.174]

Other than the system harmonics, electrical interferences are also caused by line disturbances, which may be caused by lightning, switching, sparking or a fault. As discussed in Chapter 17, line disturbances occur at very high frequencies but some may coincide with the audio frequency of telephone lines, and cause disturbance in the audio quality of the telephone system. All these disturbances are referred to as inductive interferences. [Pg.735]

Charts are available to convert from one type of measurement to another as shown in Figure 19-13. Many of these charts also show approximate vibration limits. The charts demonstrate the independence of velocity measurements relative to frequency, except at very low and very high frequencies where the amplitude limits are constant throughout the operating speed range. These limits are approximate—the type of machinery, casing, foundation, and bearings must be considered to determine final vibration limits. [Pg.668]

A high frequeney eapaeitor eould also be plaeed in parallel with the larger eapaeitors. This is beeause the aluminum eleetrolytie and tantalum eapaeitors eannot absorb the very high frequency current components being presented to them. A. 01 or. 1 pF ceramic capacitor is well suited for this purpose. [Pg.63]

Whether or not a polymer is rubbery or glass-like depends on the relative values of t and v. If t is much less than v, the orientation time, then in the time available little deformation occurs and the rubber behaves like a solid. This is the case in tests normally carried out with a material such as polystyrene at room temperature where the orientation time has a large value, much greater than the usual time scale of an experiment. On the other hand if t is much greater than there will be time for deformation and the material will be rubbery, as is normally the case with tests carried out on natural rubber at room temperature. It is, however, vital to note the dependence on the time scale of the experiment. Thus a material which shows rubbery behaviour in normal tensile tests could appear to be quite stiff if it were subjected to very high frequency vibrational stresses. [Pg.45]

In principle, the velocities c and ti can be determined by taking a series of pictures at a very high frequency of the flow through a transparent plastic tube. Because of the particle size distribution, each particle moves at a different velocity, and this makes this method difficult to apply in practice. We have therefore used an indirect method, where we have measured the pressure losses of pneumatic conveying for two mixture ratios and then fit the parameters so that Eq, (14.126) coincides as accurately as possible with measured pressure losses. [Pg.1350]

At very high frequencies, the current is measured by assessing one of the effects that it produces. Several techniques are possible, e.g. (1) measuring the temperature rise when the current flows through a known resistance or (2) using a Hall-effect probe to measure the electromagnetic field created by the current. [Pg.236]

These are used for very high-frequency work. The waveform of the applied signal, which must be periodic in... [Pg.241]

Again, the characteristics of the system need to be considered. The weight of the machine and the frequency will determine the static and dynamic deflections of the mounts and hence the material of which the mount is to be constructed. At very high frequencies mats may be placed under machinery, and these may consist of mbber, cork or foam. At middle frequencies it is usual to use mbber in-shear mounts. At low frequencies metal spring mounts are employed. [Pg.660]

Ultrasonics Use of ultrasonics involves the transmission of very high frequency sound waves through the metal whose thickness needs to be knownAn advantage of this technique is that access is only required to one side of the vessel or pipe wall (Fig. 19.58). A short burst of energy is transmitted via a transducer probe into the metal using the pulse-... [Pg.1143]

According to Haber (loc. cit., p. 131) the results of Langen are probably correct to 3 per cent, even at 2,000°. Pier, in his recent explosion experiments, has shown, however, that the maximum pressures were not obtained by the previous observers, on account of the oscillations of their manometers, He used a steel plate with very high frequency of vibration, and registered the distortion by reflecting a beam of light from a mirror attached to the manometer disc on to a revolving drum of sensitised paper. The recorded curves show a well-defined maximum pressure, and his results are probably accurate to 1 per cent. Values of Gv ... [Pg.11]

It is highly likely that by the second decade of the new millennium silicon-based computing will have reached fundamental technological or physical limits. Computers will therefore be based on substrates that exhibit superior performance characteristics. One possibility is the photon. Optoelectronic devices, which use substrates such as gallium arsenide, permit the interconversion of electrons and photons. Hybrid computers, which may already be available commercially by 2010, would use silicon for computation and photons for data transfer. The coherent modulation of very-high-frequency light beams enables many high-capacity... [Pg.167]

Cosmic rays, which have a very high frequency (and a short wavelength), fall at the highest-energy end of the known electromagnetic spectrum and... [Pg.1]

Three distinct chemotypes were observed. Taxa from each of the three areas noted above exhibited unique combinations of the compounds and compound types, although there was a degree of variation within most groups, as one might expect. The North American chemotype was characterized by very high frequency of the sulfated cinnamic-acid derivatives, a frequency of flavonol derivatives of... [Pg.296]

We can see here that at very low frequencies, R, tends toward the sum R + Rp and Cj tends toward infinity. At very high frequencies, R, becomes equal to R and Cj becomes equal to Q. Therefore, by extrapolating the experimental data to zero and to infinite frequency, we basically can find the kinetic reaction parameter Ry (or p) and the EDL capacitance as well as the electrolyte s ohmic resistance. [Pg.211]

Electrolytes, like electronic conductors, obey Ohm s Law, except under such extreme conditions as those involving very high voltages and/or very high-frequency alternating currents. The conductance of an electrolyte is calculated from measurements of its resistance. [Pg.606]

On the Bode plot, the comer frequencies are, in increasing order, l/xp, Zq, and p0. The frequency asymptotes meeting at co = l/xp and p0 are those of a first-order lag. The frequency asymptotes meeting at co = z0 are those of a first-order lead. The largest phase lag of the system is -90° at very high frequencies. The system is always stable as displayed by the root locus plot. [Pg.162]


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High frequencies

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