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Color interpolation

The very light sensitive rods are excluded from color interpolation Their neuronal signals are overlaid as monochromatic (not as color opponency) into the information feed to the optical nerve (see Sect. 3.1). From this it can be deducted why human vision fades from photopic (day light) over mesopic (twilight) to scotopic vision (low light) with a gracefully degradation from color to monochromatic vision and an increase in sensitivity [2, p. 216]. [Pg.284]

Standard hardware implementations allow the specification of an RGB color triplet per surface vertex and color interpolation in-between is performed in a linear way (Gouraud shading). As a consequence, entries in the color code lying... [Pg.1684]

Figure 24 The difference between interpolation in color space (left) and in texture space (right). It can be seen easily that interpolation in texture space leads to very high contrast variation instead of the linear color interpolation shown on the left... Figure 24 The difference between interpolation in color space (left) and in texture space (right). It can be seen easily that interpolation in texture space leads to very high contrast variation instead of the linear color interpolation shown on the left...
To display properties on molecular surfaces, two different approaches are applied. One method assigns color codes to each grid point of the surface. The grid points are connected to lines chicken-wire) or to surfaces (solid sphere) and then the color values are interpolated onto a color gradient [200]. The second method projects colored textures onto the surface [202, 203] and is mostly used to display such properties as electrostatic potentials, polarizability, hydrophobidty, and spin density. [Pg.135]

MODE = INCLUDE OPTION ENSURES THAT VALUES THAT MIGHT FALL OUTSIDE OF THE EXPLICITLY STATED AXIS ORDER WOULD BE INCLUDED IN THE BOX AND WHISKER DEFINITION. symboll width = 28 bwidth = 3 color = black line = 1 value = none interpol = BOXJTOO mode = include symbol2 width = 28 bwidth = 3 color = gray line = 2 value = none interpol = BOXJTOO mode = include ... [Pg.220]

To assess the color change of the test films, each sample is compared colori-metrically with the standard, which is processed at the lowest temperature. The thermal stability of the colorant in the test medium is defined by the interpolated temperature value at which the color difference between sample and standard equals AE ah = 3. Determinations are carried out at various Standard Depths of Shade, common values are 1/3 and 1/25. [Pg.104]

Fig. 43. 3-D cutaway image showing the extent of conversion of the esterification occurring within the fixed bed considered in Figs 40 2. The conversion was calculated from the chemical shift of the OH peak in a 4-D chemical shift image. The chemical shift image was acquired with an isotropic spatial resolution of 625 pm. The RARE image of the structure of the bed was acquired at an isotropic spatial resolution of 78 pm. Both datasets have been re-interpolated on to a common array giving an effective isotropic spatial resolution of 156 pm. The direction of flow is in the negative z direction. The color scale indicates the fractional conversion within the bed. Fig. 43. 3-D cutaway image showing the extent of conversion of the esterification occurring within the fixed bed considered in Figs 40 2. The conversion was calculated from the chemical shift of the OH peak in a 4-D chemical shift image. The chemical shift image was acquired with an isotropic spatial resolution of 625 pm. The RARE image of the structure of the bed was acquired at an isotropic spatial resolution of 78 pm. Both datasets have been re-interpolated on to a common array giving an effective isotropic spatial resolution of 156 pm. The direction of flow is in the negative z direction. The color scale indicates the fractional conversion within the bed.
Figure 12.6 Two methods of interpolation (a) The color at point P is obtained by interpolating the colors from points A and B. (b ) If we have a grid of processing elements with diagonal connections, then we can use bilinear interpolation to calculate the color at point P using the data from points A, B, C, and D. Figure 12.6 Two methods of interpolation (a) The color at point P is obtained by interpolating the colors from points A and B. (b ) If we have a grid of processing elements with diagonal connections, then we can use bilinear interpolation to calculate the color at point P using the data from points A, B, C, and D.
The first interpolation method (a) calculates the color Cp at point P by interpolating the data from positions A and B. Let cA and cg be the pixel color at positions A and B. Let a be the direction of the gradient at the current element. Then the color at position P can be calculated as... [Pg.260]

Let a(front), a(back), a(left), and a(right) be the interpolated colors of the rotated coordinate system. Let c(x, y) be the color at the current element. Now we can calculate local space average color a, for color band i by averaging the colors obtained from the left and the right along the line of constant illumination ... [Pg.261]

If the center of the curvature does not lie on the X-axis, we can simply perform an appropriate rotation of the coordinate system. Now that we know the points of intersection, we can obtain pixel values at these positions using one of the methods of interpolation as described earlier. Let a, be the previous estimate of local space average color along the line of constant illumination. If only the two values along the line of constant illumination are averaged, then we compute... [Pg.266]

Color Charts. The colors of pigments can be routinely measured by visual comparison with color charts like the one issued by the Munsell Color Company. This method may achieve a high precision because of the eye s sensitivity to small (relative) color changes. Of paramount importance for reliable application is a uniform light source. The major drawback of the method is that the resolution of color assignments is limited by the resolution of the color chips (see 3.2.3). Interpolation between chips is possible in principle, but difficult in practice as it has to be done in a three-dimensional space. [Pg.32]

Scientific visualization deals with visualizing large data sets. Both raw, derived and calculated data can be visualized. Large systems such as weather data (real data) and results of aerodynamic calculations (calculated data) are used frequently [Nielson et al. 1990, Jones 1996, Cleveland 1985, Cleveland McGill 1988], Scientific visualization uses images, color, volume rendering by interpolation, special symbols and animation. Sound is also included if appropriate. In this book, color is not used and animation is impossible with static figures, but they certainly have a future for visualization in three-way analysis. [Pg.218]

Detection and Determination of Aldehyde. The amount of formaldehyde in methanolic reaction mixture was estimated quantitatively according to the procedure by Kolthoff (16). A series of solutions containing varying amounts (5 X 10" to 5 X lO M) of formaldehyde as well as the unknown sample, with pH adjusted to 3 by phosphate-citric acid buffer, was treated with 1.5 X lO M Schiff s reagent (3i). Thirty minutes later, the optical density at 5500 A. was determined by a Coleman Junior spectrometer. The unknown concentration of formaldehyde was estimated by interpolating the known values. This procedure was reproducible for autoxidation of ferrous chloride in methanol. However, in the presence of a reactive cosubstrate, such as benzoin, the color became unstable, and the analysis was only semiquantitative. It was possible to determine acetaldehyde quantitatively in ethanolic reaction mixtures by vapor chromatography using a decylphthalate column at 66°-68°C. [Pg.188]

Prepare the calibration standards by pipetting 0- (this is called the reagent blank), 1-, 2-, 3-, 4-, and 5-mL aliquots (portion thereof) of the 100 ppm Fe stock solution into a 100-mL volumetric flask. Also prepare an instrument calibration verification (ICV) standard by pipetting 2.5 mL of the 100-ppm Fe stock solution into a 100-mL volumetric flask. Measure the ICV s absorbance after developing the color below in triplicate. The ICV is used to evaluate the precision and accuracy of any instrumental method via interpolation of the calibration curve and is essential to maintain-... [Pg.558]

At the wavelength used in the measurement, a portion of a solution whose concentration is unknown is added to a cuvette, placed in the spectrophotometer, and the absorbance measured. Assuming that the unknown solute responsible for the color [in this case the acquated cobalt(II) ion] is the same chemical species in which the previously prepared calibration plot was made, find the concentration in mg/L or ppm from the interpolated least squares regression plot if the absorbance measured is 0.755 A.U. [Pg.568]


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See also in sourсe #XX -- [ Pg.46 ]




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