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Amplitude detection

Model III has furanose rings fixed at the values given by Arnott and Huklns (46,47). As a result the other (varied) conformation angles are somewhat less standard (Table 1) although the fit to the X-ray amplitudes is trivially better. Although the X-ray amplitudes detect no difference between Models I and III, the addition of steric considerations permits Model III to be rejected (Table 2) with better than 99.5% confidence. [Pg.22]

Fig. 2.3 Shift of resonance curve in amplitude detection. The initial curve (solid line) is shifted to a lower frequency (dotted line) by the attraction between the ferromagnetic probe and the sample. If the drive frequency is set at point A, which is lower than the resonance frequency of point O, an amplitude shift is positive. On the contrary, if the drive frequency is set at point B, the amplitude shift is negative. Fig. 2.3 Shift of resonance curve in amplitude detection. The initial curve (solid line) is shifted to a lower frequency (dotted line) by the attraction between the ferromagnetic probe and the sample. If the drive frequency is set at point A, which is lower than the resonance frequency of point O, an amplitude shift is positive. On the contrary, if the drive frequency is set at point B, the amplitude shift is negative.
Frequently, one must be able to identify the residual full-energy sum peaks in a spectrum and subtract their contribution from analyte lines with which they interfere. The following equations can be useful for this task. The equations are valid for the case where the peak amplitude detection time Tp is constant and independent of pulse height. Depending on multichannel analyzer design, this condition may or may not be met at very low pulse heights. The case of Tp being a function of pulse amplitude is discussed in Sec. 4.6. [Pg.143]

Bone Radicals. The recorded ESR signals (Fig 3) correspond to an extremely stable C02° radical trapped in the lattices of hydroxyapatite [Caio(P04)6(OH)2] which constitutes approximately 60% of the bone composition. It consists of a radiation-specific asymmetrical signal (A and B, g=2.002 g=1.998) superimposed upon a symmetrical endogenous signal (C, g=2.005) of much lower amplitude. Detection of irradiated bone samples is possible above a dose of 0.5 kGy, covering the majority of commercial applications for the foodstuffs considered. Detection limits and stability of the... [Pg.199]

In 1991, Albrecht et al. invented frequency modulation atomic force microscopy (FM-AFM) for operating d3mamic-mode AFM in vacuum environments. Before this invention, it was common to operate d3mamic-mode AFM with the amplitude detection method, which is referred to as amplitude modulation AFM (AM-AFM). In AM-AFM, the tip-sample distance is regulated such that the oscillation amplitude of the cantilever (A) is kept constant. [Pg.682]

The apparatus, being able implementing shear force distance control must be set with an actuator for providing the tip vibration and an amplitude detecting unit. Usually piezoelectric actuator is connected to the stem of the tip. It keeps it oscillating at resonance frequency. For detecting the amplitude different techniques are used. From the optical methods laser spot diffraction from the vibrating probe [54], or interferometric technique [68], has been successfully used for distance detection. [Pg.296]

During the inspection of an unknown object its surface is scanned by the probe and ultrasonic spectra are acquired for many discrete points. Disbond detection is performed by the operator looking at some simple features of the acquired spectra, such as center frequency and amplitude of the highest peak in a pre-selected frequency range. This means that the operator has to perform spectrum classification based on primitive features extracted by the instrument. [Pg.109]

A corresponding composite probe with the same frequency and crystal size, however, detects the test flaw much better the echo has a 12 dB higher amplitude (see Fig. 4) and in addition, the noise level is much lower, resulting in an improved signal to noise ratio. This effect is especially observed at high sound attenuation. However, in materials with low attenuation or in case of shorter sound paths the standard probe yields a comparable good signal to noise ratio. [Pg.709]

The status bar displays information about the current status of the acquisition system the position of each of the four axes of the probe position monitor the maximum amplitude of the signal within the gate for both the coupling channel and the signal (flaw detection) channel and the current operating mode of the system, which may be record-... [Pg.768]

All echo amplitudes between -12 dB and + 2 dB, with reference to 50% signal height on the screen, are detected and shown in a color scale display in steps of 2 dB. [Pg.777]

The localisation, the identification and the sizing (length, amplitude, depth) of each detected fault (defect). [Pg.1023]

Tile detection of this type of wastage is very straight forward as there is an exaggerated increase in the amplitude of lube w all eccentricity. The amount of wastage can be estimated by visualising the original wave shape and subtracting the measured minimum value. [Pg.1040]

Modification of an AFM to operate in a dynamic mode aids the study of soft biological materials [58]. Here a stiff cantilever is oscillated near its resonant frequency with an amplitude of about 0.5 nm forces are detected as a shift to a new frequency... [Pg.297]

Flow which fluctuates with time, such as pulsating flow in arteries, is more difficult to experimentally quantify than steady-state motion because phase encoding of spatial coordinate(s) and/or velocity requires the acquisition of a series of transients. Then a different velocity is detected in each transient. Hence the phase-twist caused by the motion in the presence of magnetic field gradients varies from transient to transient. However if the motion is periodic, e.g., v(r,t)=VQsin (n t +( )q] with a spatially varying amplitude Vq=Vq(/-), a pulsation frequency co =co (r) and an arbitrary phase ( )q, the phase modulation of the acquired data set is described as follows ... [Pg.1537]

Application of an oscillating magnetic field at the resonance frequency induces transitions in both directions between the two levels of the spin system. The rate of the induced transitions depends on the MW power which is proportional to the square of oi = (the amplitude of the oscillating magnetic field) (see equation (bl.15.7)) and also depends on the number of spins in each level. Since the probabilities of upward ( P) a)) and downward ( a) p)) transitions are equal, resonance absorption can only be detected when there is a population difference between the two spin levels. This is the case at thennal equilibrium where there is a slight excess of spins in the energetically lower p)-state. The relative population of the two-level system in thennal equilibrium is given by the Boltzmaim distribution... [Pg.1551]

In electron-spin-echo-detected EPR spectroscopy, spectral infomiation may, in principle, be obtained from a Fourier transfomiation of the second half of the echo shape, since it represents the FID of the refocused magnetizations, however, now recorded with much reduced deadtime problems. For the inhomogeneously broadened EPR lines considered here, however, the FID and therefore also the spin echo, show little structure. For this reason, the amplitude of tire echo is used as the main source of infomiation in ESE experiments. Recording the intensity of the two-pulse or tliree-pulse echo amplitude as a function of the external magnetic field defines electron-spm-echo- (ESE-)... [Pg.1577]

More sophisticated pulse sequences have been developed to detect nuclear modulation effects. With a five-pulse sequence it is theoretically possible to obtain modulation amplitudes up to eight times greater than in a tlnee-pulse experunent, while at the same time the umnodulated component of the echo is kept close to zero. A four-pulse ESEEM experiment has been devised to greatly improve the resolution of sum-peak spectra. [Pg.1579]


See other pages where Amplitude detection is mentioned: [Pg.329]    [Pg.433]    [Pg.279]    [Pg.294]    [Pg.291]    [Pg.304]    [Pg.310]    [Pg.74]    [Pg.154]    [Pg.503]    [Pg.213]    [Pg.329]    [Pg.433]    [Pg.279]    [Pg.294]    [Pg.291]    [Pg.304]    [Pg.310]    [Pg.74]    [Pg.154]    [Pg.503]    [Pg.213]    [Pg.16]    [Pg.45]    [Pg.105]    [Pg.109]    [Pg.163]    [Pg.286]    [Pg.342]    [Pg.708]    [Pg.721]    [Pg.723]    [Pg.725]    [Pg.725]    [Pg.845]    [Pg.872]    [Pg.35]    [Pg.1426]    [Pg.1538]    [Pg.1561]    [Pg.1561]    [Pg.1574]    [Pg.1578]   
See also in sourсe #XX -- [ Pg.294 ]

See also in sourсe #XX -- [ Pg.32 , Pg.304 , Pg.310 , Pg.513 ]




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