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Level labelling

The analysis of molecular spectra is complicated because of the very large number of lines that is obtained simultaneously in normal excitation or absorption experiments. With narrow-band laser excitation an individual excited rotational-vibrational level can be populated selectively and only the decays originating in the excited state are observed. A similar simphfica-tion in absorption measurements is very desirable. Through the possibility of saturating optical transitions, a certain lower level can be labelled by depleting the population with a laser pump laser). If this laser is switched on and off repetitively, all absorption lines originating in the labelled level will be modulated when induced with a second (probe) laser [9.69, 9.70]. A number of schemes for modulation detection are indicated in Fig. 9.6. Several schemes can be used to ascertain that absorption has ocemred, as discussed [Pg.298]


This solution can be obtained explicitly either by matrix diagonalization or by other techniques (see chapter A3.4 and [42, 43]). In many cases the discrete quantum level labels in equation (A3.13.24) can be replaced by a continuous energy variable and the populations by a population density p(E), with replacement of the sum by appropriate integrals [Hj. This approach can be made the starting point of usefiil analytical solutions for certain simple model systems [H, 19, 44, 45 and 46]. [Pg.1051]

The analysis set out above demonstrates the importance of a comprehensive evaluation of the human aspects of a hazardous operation, from the point of view of identifying all contributory events and recovery possibilities. It also indicates the need for a complete evaluation of the operational conditions (procedures, training, manning levels, labeling, etc.) which could impact on these probabilities. [Pg.207]

Fig. 1-18. The L spectra of platinum. Reference to the L levels labeled at the lower right-hand corner of this figure shows that none of the lines occurs on the short-wravelength side of the corresponding absorption edge. -Note also that some of the Bragg peaks contain lines from more than one L level. os... Fig. 1-18. The L spectra of platinum. Reference to the L levels labeled at the lower right-hand corner of this figure shows that none of the lines occurs on the short-wravelength side of the corresponding absorption edge. -Note also that some of the Bragg peaks contain lines from more than one L level. os...
Figure 2 Distribution of iota) "C in soil 4 days after addition of glucose C at two different levels. Labeled glucose was applied on a filter paper al 24 and 240 pg C/cm and placed in contact with moist, sandy soil. The microcosms (diamcior 7 ctn, height 40 mm) were incubated at 25 C for 4 days and then sampled in layers,... Figure 2 Distribution of iota) "C in soil 4 days after addition of glucose C at two different levels. Labeled glucose was applied on a filter paper al 24 and 240 pg C/cm and placed in contact with moist, sandy soil. The microcosms (diamcior 7 ctn, height 40 mm) were incubated at 25 C for 4 days and then sampled in layers,...
A magnetic semiconductor thin him is made by doping ZnO with the 3d3 7 ion Co2+. The crystal hied splitting of the d orbitals in a tetrahedral site is opposite to that in an octahedral site, with the lower pair of levels labeled e and three upper orbitals labeled t2- (a) What is the spin state of the Co2+ ion in ZnO (b) What is the expected magnetic moment on the Co2+ ions (c) The spectrum has an absorption peak at 660 nm. What is the crystal held splitting of the Co2+ ion in the tetrahedral crystal held of ZnO ... [Pg.444]

At working level, label the agar-filled petri dishes and simply open completely and expose to environmental conditions, collecting particles that settle on agar surface. [Pg.766]

Fig. 6.17. Calculated and observed energy levels of (D2)2. The outer groups of four levels labeled with just one quantum number represent the dimer levels for Vi = V2 = ji = ji = 0. In the center, we see the effect of the anisotropy the quantum numbers , J are used as labels and yj, j2 = 2,0 and 0,2, the initial and final states of the So(0) transition (i>i = r2 = 0). The zero of energy is chosen to coincide with the ground state energy of the non-rotating molecules. The dashed lines indicate the dissociation limit which is, however, not accurately known for the observed levels. Only those final states are shown which are experimentally observed [269]. Fig. 6.17. Calculated and observed energy levels of (D2)2. The outer groups of four levels labeled with just one quantum number represent the dimer levels for Vi = V2 = ji = ji = 0. In the center, we see the effect of the anisotropy the quantum numbers , J are used as labels and yj, j2 = 2,0 and 0,2, the initial and final states of the So(0) transition (i>i = r2 = 0). The zero of energy is chosen to coincide with the ground state energy of the non-rotating molecules. The dashed lines indicate the dissociation limit which is, however, not accurately known for the observed levels. Only those final states are shown which are experimentally observed [269].
The analysis of a complex population of cells may call for the identification of the cells of interest with one MAb, and quantitation of antigen expression on these cells with a second antibody. The choice of fluorochrome for each purpose may be influenced by relative levels of expression of the markers involved, as well as the factors referred to above. There is a degree of spectral overlap between fluorochromes, and this may make sensitive quantitation of a low level antigen difficult in the presence of high level labeling of the first antibody used for cell identification. This can be mitigated to some extent by selection of the more sensitive fluorochrome (e.g., phyco-erythrin) for the low level quantitation. In any event, quantitative analysis requires careful adjustment of spectral overlap an adjustment procedure for multiple fluorochromes appears in Chapter 34, and quantitative adjustment of compensation is illustrated in Section 3.4. [Pg.322]

Here, instead of the usual delta function d(Eg, — Eg — ftv), which supplies only discontinuous spectral lines, a Lorentz function with a line width 29(normalized to one) is introduced for all vibrational levels labeled by n and m of electronic states j and k which contribute to the transition rate of Eq. (9) [58]. M is the transition operator, in general, pertinent to an electric dipole transition. The nuclear wavefunctions are approximated by products of harmonic oscillator functions... [Pg.75]

Schematic energy level diagram for a square-planar complex ML4. Note the block of levels labelled n is present only for ligands with low-lying it orbitals such as CO, CN, and PR3. Schematic energy level diagram for a square-planar complex ML4. Note the block of levels labelled n is present only for ligands with low-lying it orbitals such as CO, CN, and PR3.
Figure 11.50. Energy level diagram (not to scale) showing the nuclear hyperfine structure of the HD+ 22,1 and 22,0 vibration-rotation levels (labelled with the G and G2 quantum numbers described in the text). The infrared transitions which give rise to the six lines shown in figure 11.49 (a) are shown on the left-hand side of the figure, and the four observed microwave transitions are shown on the right-hand side. Figure 11.50. Energy level diagram (not to scale) showing the nuclear hyperfine structure of the HD+ 22,1 and 22,0 vibration-rotation levels (labelled with the G and G2 quantum numbers described in the text). The infrared transitions which give rise to the six lines shown in figure 11.49 (a) are shown on the left-hand side of the figure, and the four observed microwave transitions are shown on the right-hand side.
The spin-orbit interaction becomes more important as Z increases. The spin-orbit interaction is diagonal in 7, where 7 = L + S. The 25+1L multiplet is split into levels labeled by their 7 eigen values for example... [Pg.574]

Relative protein quantitation is the basis of all types of differential proteome analyses. In the 2D-gel approach protein staining with either visible or fluorescent dyes provides a reliable and sensitive method to detect changes in protein expression or isoform abundance. In the multidimensional LC approach quantitation relies mostly on stable isotope labeling and ratios between light and heavy isotopomers are determined by MS or MS/MS at the peptide level. Labeling can be performed on the protein level by... [Pg.367]

In our picture of microwave ionization the n dependence of the ionization fields comes from the rate limiting step between the bluest n and reddest + 1 Stark states. It would be most desirable to study this two level system in detail, but in Na this pair of Stark levels is almost hopelessly enmeshed in all the other levels. In K, however, there is an analogous pair of levels which is experimentally much more attractive [17,18]. The K energy levels are shown in Fig. 6. All are m = 0 levels, and we are interested in the 18s level and the Stark level labelled (16,3). We label the Stark states as (n, k) where n is the principal quantum number and k is the zero field state to which the Stark state is adiabatically connected. As shown in Fig. 6, the (16, k) Stark states have very nearly linear Stark shifts and the 18s state has only a very small second order Stark shift, which is barely visible on the scale of Fig. 6. The 18s and (16,3) states have an avoided crossing at a field of 753 V/cm due to the coupling produced by the finite size of the K-" core [19]. [Pg.133]

Whereas the isotope-labelhng can be performed at the protein level, labelling can also be performed after tryptic digestion of the proteome ... [Pg.508]

What does the energy level labeled n = oo represent ... [Pg.129]

Fig. 13 The unrelaxed fluorescence from the vibronic levels labelled a-h in Fig. 12... Fig. 13 The unrelaxed fluorescence from the vibronic levels labelled a-h in Fig. 12...

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See also in sourсe #XX -- [ Pg.245 ]

See also in sourсe #XX -- [ Pg.298 ]




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