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Axis labeling

The axis labels (p,q,r) are chosen In order not to confuse this axis system with other systems, such as the molecule fixed axes (x,y,z) discussed below, used to describe molecular motion. [Pg.181]

Answer. Formaldehyde belongs to the C2 point group. For a planar C2 molecule the conventional axis labelling is that shown in the question. [Pg.90]

Figure 6.22 shows, for example, that the symmetry species of vibrational fundamental and overtone levels for V3 alternate, being Aj for u even and B2 for v odd. It follows that the 3q, 3q, 3q,. .. transitions are allowed and polarized along the y,z,y,... axes (see Figure 4.14 for axis labelling). [Pg.170]

In figures 3.46-3.49, which show dynamical profiles of various measures for sequences Gs, rmax = 3 or 4, and the x-axis labels the number of edges added to gj. [Pg.111]

Fig. 3.46 Dynamical pivfiles for graph sequences Gs (defined in section 3.3.2), representing averages over Ng sequence samples. The x-axis labels each g G Gs, dashed lines denote pure range-r topologies r with gi = range-1, 1-dira lattice and vertical bars give the mean absolute deviations of a particular rneasiire. Each system has size. N = 12, with Ng and rules TZ as follows (a) Ng = 50, K = OTIO, (b) Ng = 25, Ti= OT26, (c) Ng = 50, 7 = T16, (d) dg = 50, 7 = T4. Fig. 3.46 Dynamical pivfiles for graph sequences Gs (defined in section 3.3.2), representing averages over Ng sequence samples. The x-axis labels each g G Gs, dashed lines denote pure range-r topologies r with gi = range-1, 1-dira lattice and vertical bars give the mean absolute deviations of a particular rneasiire. Each system has size. N = 12, with Ng and rules TZ as follows (a) Ng = 50, K = OTIO, (b) Ng = 25, Ti= OT26, (c) Ng = 50, 7 = T16, (d) dg = 50, 7 = T4.
Figure 5.8. The Print Job Page. A user units B paper margins in user units (for axis labels) C physical size of paper (cannot be changed here, cf. (Set up Printer)) D physical size of graph s abscissa in user units (box around graph area, does not include axis labels) E idem for ordinate F select line width. Figure 5.8. The Print Job Page. A user units B paper margins in user units (for axis labels) C physical size of paper (cannot be changed here, cf. (Set up Printer)) D physical size of graph s abscissa in user units (box around graph area, does not include axis labels) E idem for ordinate F select line width.
The axis labels—header and dimension—are given by the data, see program DATA, option (Edit). [Pg.360]

Once plotted, a new menu bar appears with plot options. The plot can be displayed as points, connected, or as a bar chart. The data can be presented on linear or log axes, with or without grid. Text can be placed on the display in a variety of sizes and types. Lines or arrows can be drawn or areas filled. The user can edit all axis labels and titles if desired. Re-scaling is accomplished by means of the shrink and zoom options or by entering exact scale limits. Multiple curves can be annotated with keyed symbols. Plot coordinates are displayed in real time as the operator moves the mouse over the plot. [Pg.16]

On occasion it is necessary to produce failure estimate plots instead of survival estimates plots. Fortunately, this requires only a simple modification to the preceding Kaplan-Meier survival estimates program. The only changes necessary to this program to get a failure plot are to alter the title and axis labels, and to change the survival variable reference to failure because the failure variable is also present in the ProductLimitEstimates data set. The resulting failure estimate plot looks like the following ... [Pg.237]

Fig. 3.7 Timeseries of the vertically integrated global DDT [t]. Integration starts from sea ground and goes up to the depths given in the axis label. Fig. 3.7 Timeseries of the vertically integrated global DDT [t]. Integration starts from sea ground and goes up to the depths given in the axis label.
Choose font sizes that are roughly the same size as the text. Axis labels may be slightly larger than labels for tick marks on the axes. Avoid using more than two font sizes. [Pg.528]

Scores Plot (Sample Diagnostic) Figure 4.39 shows the plane spanned by principal components i and 2, representing 97% of the variation in the data. The axis labels display the amount of variation that each PC describes. There is a tigjit cluster of points from which two lines of points extend. PCI discriminates the tight cluster from the lines while PC2 primarily distinguishes the... [Pg.237]

Figure 3.19 Schematic view of the polymeric structure of 127 alongthe b axis. Labeling forthe independent atoms is indicated. Figure 3.19 Schematic view of the polymeric structure of 127 alongthe b axis. Labeling forthe independent atoms is indicated.
Now a small graph of your data appears. If it does not look as expected, make sure you selected the correct data, with x before y. The new window asks you for axis labels and an optional title for the graph. For the title, write Density of Water (without quotation marks). For the Jt-axis, enter Temperature (°C) and for the y-axis write Density (g/mL) . Click Next. [Pg.35]

This question of axis labeling can arise in practice if the researcher first determines the axial lengths for the unit cell and only later, after all data have been collected and indexed according to that choice, finds out (by meth-... [Pg.397]

When using an HDCC accelerator, the required electric potential for having the same nuclear events is dramatically reduced. Note that for the maximum reaction rates for the D-D nuclear events, the maximum occurs at about 272 Volts (lower x-axis label). Some of the desired nuclear reactions to stabilize (transmute) specific highly radioactive species into stable elements will, of course, require that the combined HDCC be accelerated using potentials up to 70 keV. [Pg.639]

How do we extract the chemical shifts of all nuclei in the sample from the free-induction decay signal The answer is our old friend the Fourier transform. The FID is called a time-domain signal because it is a plot of the oscillating and decaying RF intensity versus time, as shown in Fig. 10.4 (the time axis is conventionally labeled t2, for reasons you will see shortly). Fourier transforming the FID produces afrequency-domain spectrum, a plot of RF intensity versus the frequencies present in the FID signal, with the frequency axis labeled v2 for frequency or F2 for chemical shift, as shown in Fig. 10.1. So the Fourier transform decomposes the FID into its component frequencies, revealing the chemical shifts of the nuclei in the sample. [Pg.222]

Consequently, there are four symmetry elements the n-fold axis of rotation, labeled C the plane of symmetry, labeled o the center of inversion, /, and the n-fold rotation-reflection axis, labeled S . Because of mathematical reasons, it is necessary to include the identity symmetry element, /. [Pg.164]

Fig. 5. Contour plots of the search effort surface E(pm, M), where E is the number of trials required to reach the optimum, pm is the mutation rate, and M is the population size. Results are shown for the theory presented by Crutchfield and van Nimwegen (upper) and simulations (lower). The c-axis labels are the same for both graphs. The sequence length used is N = 40. The dot represents the optimal parameters determined by both methods. Note the very sharp increase in when suboptimal parameters are used. Within the acceptable parameter settings, the region is relatively flat, suggesting that the specific optimal settings are robust. Reprinted from van Nimwegen and Crutchfield (1999a) with permission. Fig. 5. Contour plots of the search effort surface E(pm, M), where E is the number of trials required to reach the optimum, pm is the mutation rate, and M is the population size. Results are shown for the theory presented by Crutchfield and van Nimwegen (upper) and simulations (lower). The c-axis labels are the same for both graphs. The sequence length used is N = 40. The dot represents the optimal parameters determined by both methods. Note the very sharp increase in when suboptimal parameters are used. Within the acceptable parameter settings, the region is relatively flat, suggesting that the specific optimal settings are robust. Reprinted from van Nimwegen and Crutchfield (1999a) with permission.
As the first pure component begins to elute, the principal component scores increase in Figure 4.15 along the axis labeled pure component 1. As the second component begins to elute, the points shift way from the component 1 axis and toward the component 2 axis. As the concentration of the second component begins to decrease, the principal component scores decrease along the axis labeled pure component 2. Points that lie between the two pure-component... [Pg.97]


See other pages where Axis labeling is mentioned: [Pg.396]    [Pg.89]    [Pg.103]    [Pg.33]    [Pg.568]    [Pg.355]    [Pg.359]    [Pg.216]    [Pg.220]    [Pg.220]    [Pg.20]    [Pg.307]    [Pg.325]    [Pg.291]    [Pg.527]    [Pg.528]    [Pg.214]    [Pg.8]    [Pg.288]    [Pg.290]    [Pg.49]    [Pg.252]    [Pg.256]    [Pg.333]    [Pg.568]    [Pg.89]    [Pg.103]    [Pg.142]   
See also in sourсe #XX -- [ Pg.114 ]




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