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Signal shape spectra

Figure 6 Comparison of absorption (v mode) and dispersion (u mode) signal shapes. Spectra are usually phase corrected to give pure absorption mode peaks. Figure 6 Comparison of absorption (v mode) and dispersion (u mode) signal shapes. Spectra are usually phase corrected to give pure absorption mode peaks.
GHJCOSE 1D H GH 013001.FID. Note the baseline artifacts introduced by the truncated FID. In the Linear Prediction (LP) dialog box make sure that the Execute Backward LP option is enabled and the Execute Forward LP option disabled. Set LP backward to Point to 124. Following the rules given above vary the residual parameters First Point used for LP (recommended 196), Last Point used for for LP (recommended 2047) and Number of Coefficients (recommended 128 or larger). Carefully inspect the resulting spectra with respect to spectral resolution and signal shapes and compare it with the spectrum obtained without LP. [Pg.194]

Process the basic ID H data and find signals representative of a particular type of functional group. Search for characteristic chemical shifts, multiplet structures, signal shapes and check the spectrum for dynamically broadened signals. To confirm your first (tentative) assignments use suitable reference data if available and/or check with standard H correlation charts (see recommended reading). [Pg.226]

In order to examine the new ESR spectrum, the glass containing a larger amount of nitroethylene (28 mole-%) was irradiated, which gives a signal shape as shown in Fig. 6b. When the temperature is raised, the seven-line spectrum due to the free radicals formed from 2-methyltetrahydrofuran disappears, leaving the spectrum of present interest as shown in Fig. 6c. The spectrum has the hyperfine structure due to three... [Pg.409]

In the presence of a small amount of styrene in the irradiated 2-methyltetrahydrofuran glass, the observed signal shape is as shown in Fig. 8 (solid line). It is the superposition of both the seven-line spectrum,... [Pg.415]

Figure 4.1 Time and frequency domain data in signal processing in the noiseless case using the fast Fourier transform (FFT) and fast Pad6 transform (FPT). Top panel (i) the input FID (to avoid clutter, only the real part of the time signal is shown). Middle panel (ii) absorption total shape spectrum (FFT). Bottom panel (iii) absorption component (lower curves FPT) and total (upper curve FPT) shape spectra. Panels (ii) and (iii) are generated using both the real and imaginary parts of the FID. Figure 4.1 Time and frequency domain data in signal processing in the noiseless case using the fast Fourier transform (FFT) and fast Pad6 transform (FPT). Top panel (i) the input FID (to avoid clutter, only the real part of the time signal is shown). Middle panel (ii) absorption total shape spectrum (FFT). Bottom panel (iii) absorption component (lower curves FPT) and total (upper curve FPT) shape spectra. Panels (ii) and (iii) are generated using both the real and imaginary parts of the FID.
Figure 4.8 Absorption component shape spectra (left) and absorption total shape spectra (right) from the FPTf 1 near full convergence for signal lengths Np = 180,220,260. On panel (iv) for Np = 180, the total shape spectrum reached full convergence, despite the fact that on panel (i) for the corresponding component shape spectra, the 11th peak is missing and the 12th peak is overestimated. Figure 4.8 Absorption component shape spectra (left) and absorption total shape spectra (right) from the FPTf 1 near full convergence for signal lengths Np = 180,220,260. On panel (iv) for Np = 180, the total shape spectrum reached full convergence, despite the fact that on panel (i) for the corresponding component shape spectra, the 11th peak is missing and the 12th peak is overestimated.
The multiline spectrum is centered atg= 1.98 and consists of 18-20 partially resolved hyperfine lines spread over -1,800 G and superimposed onto a broad Gaussian-shaped signal. The spectrum in Fig. 4... [Pg.342]

In MRS, the encoded data are heavily packed time signals that decay exponentially in an oscillatory manner. These time domain data are not directly interpretable. The corresponding total shape spectrum is obtained by mathematical transformation of fhe FID info its complementary representation in the frequency domain. This fofal shape specfrum provides qualitative information, but not the quantitative one about the actual number of metabolites that underlie each peak or the relative strength of individual components, their abundance, etc. At best, the FFT takes us only to this second step. More information is needed before fhe mefabolifes can be identified and their concentrations reliably determined, and from fhe fofal shape spectrum alone, this can only be guessed. [Pg.249]

We present the absorption component shape spectra and the total shape spectra as reconstructed by the FPT for the normal breast data in Figure 6.10 at three partial signal lengths Np = 1000,1500, and 2000. The top right panel (iv) indicates that at Np = 1000, the absorption total shape spectrum has converged. In contrast, for the component shape spectrum (top left panel (i)), there is only one peak (phosphoethanolamine. A = 5) at 3.22 ppm that has been overestimated, whereas phosphocholine, (A = 4) has not been detected. [Pg.288]

FADE COMPONENT SHAPE SPECTRA (Left), TOTAL SHAPE SPECTRA (Right) PARTIAL SIGNAL LENGTHS Np = 1000,1500, 2000 Absorption Component Shape Spectra Absorption Total Shape Spectrum... [Pg.290]

The convincing corroboration of Winstein s correct concept as to the monohomoaromatic structure of this type of ions are the data of the NMR spectra, in particular for the unsubstituted cyclobutenyl cation 454 - ) in the latter case the signals of C and resonate in a higher field than that of C does contrary to what is observed in the spectrum of cycloalkenylic ions, but in full accord with the concept of 1,3-orbital interaction. The PMR spectra show l a reversible temperatiu e dependence of the methyl proton signal shape which was atrributed to the nonplanar ion inversion with the intermediate formation of a planar cation. The barrier value of this inversion determined experimentally (AG = 8.4 kcal/mole) agrees... [Pg.195]

Once FID or echo signals have been obtained, the proper FT treatment for each will yield the desired line shape spectrum.26,27 In this section, the procedures the authors found most satisfactory are discussed. [Pg.166]

Although the bulk properties of 5f-electron heavy fermions are entirely similar to those of 4f-electron heavy fermions (see, for example, Stewart 1984), the respective photoelectron spectra appear substantially different (an excellent review of the early work is given by Allen 1992). Unlike the triple-peaked 4f spectra in Ce compounds (the /° and / states within the SIM interpretation), measurements at the 6d absorption edge where the 5f signal is enhanced, generally yield a rather broad, triangular shaped spectrum... [Pg.350]

The spectral frequency range covered by the central lobe of this sinc fiinction increases as the piilselength decreases. For a spectrum to be undistorted it should really be confined to the middle portion of this central lobe (figure B 1.12.2). There are a number of examples in the literature of solid-state NMR where the resonances are in fact broader than the central lobe so that the spectrum reported is only effectively providing infonnation about the RF-irradiation envelope, not the shape of the signal from the sample itself... [Pg.1471]

The frill width at half maximum of the autocorrelation signal, 21 fs, corresponds to a pulse width of 13.5 fs if a sech shape for the l(t) fiinction is assumed. The corresponding output spectrum shown in fignre B2.1.3(T)) exhibits a width at half maximum of approximately 700 cm The time-bandwidth product A i A v is close to 0.3. This result implies that the pulse was compressed nearly to the Heisenberg indetenninacy (or Fourier transfonn) limit [53] by the double-passed prism pair placed in the beam path prior to the autocorrelator. [Pg.1975]

Spin-spin relaxation is the steady decay of transverse magnetisation (phase coherence of nuclear spins) produced by the NMR excitation where there is perfect homogeneity of the magnetic field. It is evident in the shape of the FID (/fee induction decay), as the exponential decay to zero of the transverse magnetisation produced in the pulsed NMR experiment. The Fourier transformation of the FID signal (time domain) gives the FT NMR spectrum (frequency domain, Fig. 1.7). [Pg.10]


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See also in sourсe #XX -- [ Pg.11 , Pg.12 , Pg.13 , Pg.14 , Pg.15 , Pg.16 , Pg.17 ]




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Signal shape

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