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Second y-axis

T°nffcLthiS dlSplay problem we wi add a second y-axis. One y-axis will be used for the voltage trace and the second y-axis will be used for the current trace. The advantage of this arrangement is that the two y-axes can have different scales. To add another y-axis, select Plot and then Add Y Axis ... [Pg.120]

Traces that are added are placed on the selected y-axis. Below, the symbol indicates that the second y-axis is selected ... [Pg.120]

See section 2.E to add a second y-axis for viewing currents and voltages on the same plot. [Pg.197]

The second y-axis allows the user estimate the volume of the rest of a liquid both in m (the left axis) and in barrels (the right axis). Then the question arises concerning the second x-axis to represent the height of the liquid layer h (the argument of function V) in an alternative unit, not in meters (the first x-axis) but in feet, for example. [Pg.261]

Figure 6.88 shows the plot in which different y-axes represent different physical quantities the volume of the liquid layer and the square of its surface. We may say that the essence of the second y-axis is the second grid of y-axis (see Figs. 6.87 and 6.88). Earlier versions allowed the representation of two and more functions with single y-axis (up to 16) also (see Fig. 6.84). [Pg.261]

Fig. 14.22 First y-axis shows the fine particle fraction (FPF) of interactive mixtures with mannitol and SBS as mean of three measurements standard deviation. The second y-axis shows the particle shape in categories from 1 (spherical) to 5 (indented) as mean of 20 relative SD. The x-axis gives the six different mannitol batches. The plot is sorted by the particle shape [11]... Fig. 14.22 First y-axis shows the fine particle fraction (FPF) of interactive mixtures with mannitol and SBS as mean of three measurements standard deviation. The second y-axis shows the particle shape in categories from 1 (spherical) to 5 (indented) as mean of 20 relative SD. The x-axis gives the six different mannitol batches. The plot is sorted by the particle shape [11]...
A minor effect of the surface roughness on the FPF of interactive mixtures was detected as already mentioned for the blends with micronised SBS (Sect. 3.6.1). Figure 14.26 gives the correlation of FPF (first y-axis) and surface roughness (second y-axis) sorted by the roughness results for spray dried SBS. This illustration indicates that the FPF of spray dried SBS increases with smoother surfaces, which... [Pg.557]

To apply these relationships to the hybrid mixture MIE problem, it is noted that only two points need be defined on the Y axis the MIE of the dust in air and the LMIE of the gas in air. The first on the x axis corresponds to zero gas, so X[ = 0, and the second to the optimum gas concentration. All the unknowns are experimental quantities. [Pg.220]

The point at which the sample is spotted can be regarded as the origin of a coordinate system (9). The process of development is performed in two steps the first in the direction of the x-axis to a distance L. After evaporation of the solvents used, the second development will be performed in the direction of the y-axis to a distance L,. The positions of the compounds after development in the x-direction depend on the... [Pg.174]

A second radial (Y-axis) measurement point should be positioned at 90° to the primary in a plane that captures secondary shaft deflection. For the pump illustrated in Figure 44.21, the secondary (Y-axis) radial measurement point is located on top of the pump s bearing cap and oriented downward. Since the pump has a clockwise rotation, back-pressure in the discharge piping forces the shaft both downward and horizontally toward the front of the picture. [Pg.725]

Figure 2 is a multivariate plot of some multivariate data. We have plotted the component concentrations of several samples. Each sample contains a different combination of concentrations of 3 components. For each sample, the concentration of the first component is plotted along the x-axis, the concentration of the second component is plotted along the y-axis, and the concentration of the third component is plotted along the z-axis. The concentration of each component will vary from some minimum value to some maximum value. In this example, we have arbitrarily used zero as the minimum value for each component concentration and unity for the maximum value. In the real world, each component could have a different minimum value and a different maximum value than all of the other components. Also, the minimum value need not be zero and the maximum value need not be unity. [Pg.28]

Figure 2.3 Spin-echo experiment. The behavior of nucleus X in an AX spin system is shown. (A) Application of the second 180° pulse to nucleus X in the AX hetero-nuclear system results in a spin-flip of the two X vectors across the x -axis. But the direction of rotation of the two X vectors does not change, and the two vectors therefore refocus along the —y axis. The spin-echo at the end of the t period along the -y axis results in a negative signal. (B) When the 180° pulse is applied to nucleus A in the AX heteronuclear system, the spin-flip of the X vectors... Figure 2.3 Spin-echo experiment. The behavior of nucleus X in an AX spin system is shown. (A) Application of the second 180° pulse to nucleus X in the AX hetero-nuclear system results in a spin-flip of the two X vectors across the x -axis. But the direction of rotation of the two X vectors does not change, and the two vectors therefore refocus along the —y axis. The spin-echo at the end of the t period along the -y axis results in a negative signal. (B) When the 180° pulse is applied to nucleus A in the AX heteronuclear system, the spin-flip of the X vectors...
In the first case, the 180° pulse is applied to nucleus X, causing the two vectors of nucleus X to flip across the x -axis. But no change occurs in the direction of their rotation during the second delay period, so at the end of this period the vectors are refocused along the —y -axis, producing a negative signal. [Pg.95]


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See also in sourсe #XX -- [ Pg.120 ]




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