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Channel overlapping

As shown by Fig. 21.8, in Ba the overlap integrals for the 6p1/2nd and 6p3/2rcd channels overlap, admitting the possibility of interference in the excitation amplitudes to the 6p1/2rcd and 6p3/2nd channels. However the fine structure... [Pg.438]

Channel structures are etched on two plates which are later positioned face-to-face to give the overall fluid structure [140], In the region where the channels overlap, they are separated by the separation plate defined by an etch stop layer. The channel covered by this structured plate was generated by underetching in the <100> direction through slits in the plate. The micro mixer is assembled from a silicon and a glass wafer connected by anodic bonding. [Pg.168]

In Fig. 11.1(a), HraucaiE, F) is shown for the two-peptide system 2xFl as a density plot in the E-Y plane, which is the direct output obtained in a multicanonical simulation. Qualitatively, we observe two separate main branches (which are channels in the corresponding free-energy landscape), between which a noticeable transition occurs. In the vicinity of the energy iisep -3.15, both channels overlap, i.e., the associated macrostates... [Pg.231]

The channels in zeoHtes are only a few molecular diameters in size, and overlapping potential fields from opposite walls result in a flat adsorption isotherm, which is characterized by a long horizontal section as the relative pressure approaches unity (Fig. 6). The adsorption isotherms do not exhibit hysteresis as do those in many other microporous adsorbents. Adsorption and desorption are reversible, and the contour of the desorption isotherm foUows that of adsorption. [Pg.447]

Following a decay period of at least 15 hrs, the 1,524 MeV 7-photopeak of 42K is counted for 40 min with a Ge-U solid state detector and a 4096-channel analyzer. This more sophisticated counting system is necessary to obtain the required resolution, since with a Na iodide detector, the 1,524 MeV peak of 42 K overlaps with the 1.369 MeV 7-peak of the 24Na decay spectrum... [Pg.363]

Figure 1.33 The underlying principle of the Redfield technique. Complex Fourier transformation and single-channel detection gives spectrum (a), which contains both positive and negative frequencies. These are shown separately in (b), corresponding to the positive and negative single-quantum coherences. The overlap disappears when the receiver rotates at a frequency that corresponds to half the sweep width (SW) in the rotating frame, as shown in (c). After a real Fourier transformation (involving folding about n = 0), the spectrum (d) obtained contains only the positive frequencies. Figure 1.33 The underlying principle of the Redfield technique. Complex Fourier transformation and single-channel detection gives spectrum (a), which contains both positive and negative frequencies. These are shown separately in (b), corresponding to the positive and negative single-quantum coherences. The overlap disappears when the receiver rotates at a frequency that corresponds to half the sweep width (SW) in the rotating frame, as shown in (c). After a real Fourier transformation (involving folding about n = 0), the spectrum (d) obtained contains only the positive frequencies.
These experiments use the product state distribution technique to allow a qualitative characterization of the competition between multiple electronic states. In contrast to the pathway competition in the molecular channel of formaldehyde (Section V.D), where the correlated product state distributions delineate the two channels quite cleanly, it will likely more often be the case that the product state distribution method allows only qualitative separation, due to overlapping distributions. Nevertheless, such experiments provide critical insight into pathway competition. [Pg.256]

Micro Total Analysis Systems (pTAS) are chip-based micro-channel systems that serve for complete analytics. The word Total refers to the monolithic system character of the devices, integrating a multitude of miniature functional elements with minimal dead volumes. The main fields of application are related to biology, pharmacology, and analytical chemistry. Detailed applications of pTAS systems are given in Section 1.9.8. Recently, pTAS developments have strongly influenced the performance of organic syntheses by micro flow (see, e.g., [29]). By this, an overlap with the micro-reactor world was made, which probably will increase more and more. [Pg.16]

Meanwhile, a numbered-up module was developed using the partly overlapping channels [7] 120 single micro channels are operated here in parallel. [Pg.580]

Reactor type Conhnuous two-phase contactor with partly overlapping channels Silicon micro channel width depth Both typically 50-80 pm... [Pg.580]

The physical significance of Eq. (53) is clear. At an isolated resonance the excitation and dissociation processes decouple, all memory of the two excitation pathways is lost by the time the molecule falls apart, and the associated phase vanishes. The structure described by Eq. (53) was observed in the channel phase for the dissociation of HI in the vicinity of the (isolated) 5sg resonance. The simplest model depicting this class of problems is shown schematically in Fig. 5d, corresponding to an isolated predissociation resonance. Figures 5e and 5f extend the sketches of Figs. 5c and 5d, respectively, to account qualitatively for overlapping resonances. [Pg.169]

The IR spectra are finally analyzed to determine the effluent concentration from each reactor channel. The quantification of species concentration is performed using either univariate or multivariate calibration methods. For non-overlapping peaks, like CO, C02, and N20, we can use univariate calibration. This is simply performed by baseline correction, the peak areas and/or peak heights and then converting these values... [Pg.329]

Fig. 21.11. (Opposite) (A) Representative vesicle-attached patch recordings from SENS, PYRR and LEVR isolates 30 pM levamisole in the patch-pipette, -50 mV patch potential. Note that the SENS isolate recording contains more openings than the other two patches and so will carry more current across the membrane. (B) Log10 plot of the proportion of open-time against the isolate type. Open circles represent individual receptor channels from different preparations at -50 mV with 30 pM levamisole as the agonist. Note that there is a wide spread of greater than tenfold difference between the maximum and minimum values observed for each of the isolates. There is overlap between values of the isolates but the mean (closed square) for SENS is greater than for LEVR and PYRR. Fig. 21.11. (Opposite) (A) Representative vesicle-attached patch recordings from SENS, PYRR and LEVR isolates 30 pM levamisole in the patch-pipette, -50 mV patch potential. Note that the SENS isolate recording contains more openings than the other two patches and so will carry more current across the membrane. (B) Log10 plot of the proportion of open-time against the isolate type. Open circles represent individual receptor channels from different preparations at -50 mV with 30 pM levamisole as the agonist. Note that there is a wide spread of greater than tenfold difference between the maximum and minimum values observed for each of the isolates. There is overlap between values of the isolates but the mean (closed square) for SENS is greater than for LEVR and PYRR.
For the dilute aH spins surrounded by a large number of the 2H spins, the heteronuclear aH-H dipolar interaction is dominant, lifting the spectral overlap between the 1H packets. H spin diffusion is driven by the flip-flop term of the 1H-1H dipolar interaction, which becomes secular in the presence of spectral overlap. Thus, spin diffusion would be accelerated if it had not been for the 1H-2H dipolar interaction. In order to confirm this prediction, they used another RF channel of the OPENCORE... [Pg.381]

Emission ratio imaging is extremely popular due to its simplicity and speed. In essence, cells expressing donors and acceptors are illuminated at the donor wavelength and fluorescence intensity data are collected both at donor (D) and at acceptor (S) channels. Collected data may be either images, or, in case high acquisition speed is crucial and spatial information is not required, dualchannel photometer readings (see Textbox 1). S and D are not overlap-corrected and FRET is simply expressed as the ratio of intensities1 as ratio = S/D. [Pg.306]


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See also in sourсe #XX -- [ Pg.143 ]




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