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Shape model

The slit-shaped model has come into prominence in recent years, as electron microscopy has revealed the prevalence of solids composed of platelike particles the technique, indeed, has now developed to the point where it is possible to identify the presence of slit-shaped pores, and even to measure their width. In the ideal case where the sides of the slit are truly planar and parallel, the hysteresis takes an extreme form since the mean radius of curva-... [Pg.130]

Most GPC columns are provided with vendor estimates of the plate count of the column and a chromatogram of a series of test peaks. These plate count estimates are usually obtained using small molecule analytes that elute at the total permeation volume (Vp) of the column. The Gaussian peak shape model... [Pg.544]

As an example stereolithography is a 3-D rapid process that produces automatically simple to very complex shaped models in plastic. Basically it is a method of building successive layers across sections of pho-topolymerized plastics on top of each other until all the thin printed layers can be joined together to form a whole product. The chemical key to the process, photopolymerization, is a well established technology in which a photo initiator absorbs UV energy to form free radicals that then initiate the polymerization of the liquid monomers. The degree... [Pg.178]

Existing SEC retention theories have been independently developed for each of the molecular-shape models shown in Figure 1. The deep hollow cyclin-drical pore in the figure (A, B, and C) illustrates the SEC exclusion effect on three types of solute molecules, hard-sphere, rigid-rod, and random-coil, respectively. The individual theories and their bases of commonality are now reviewed briefly. [Pg.198]

Wu, P.F., Wu, X.R, and Wainer, G., Applying cell-DEVS in 3D free-form shape modeling, Cellular Automata, Proceedings Lecture Notes in Computer Science (LNCS), Springer, Berlin, 3305,81, 2004. [Pg.201]

A last example of a dopant whose chirality has been investigated by the LC technique is represented by helicenes and related molecules. Once again, compounds very different spectroscopically, such as 46-49, and hence hardly comparable with chiroptical techniques, are very similar in shape and give helical twisting powers of the same sign and of comparable intensity80 the twisting powers of helicenes have been successfully calculated by the shape model of Ferrarini et al.73... [Pg.451]

The atomic model in 1911. A Japanese scientist, Hantaro Nagaoka, proposed a similar, disk-shaped model with electrons orbiting a positively charged nucleus, in 1904. Rutherford notes in his 1911 paper that his results would be the same if Nagaoka s model were correct. [Pg.122]

All pore sizes are according to the slit shaped model Cylinder-shaped pore model (diameter)... [Pg.31]

When a jet fire impinges on an object, its shape may be very distorted compared to the free-field shapes modeled. If the jet fire impinges perpendicularly on a flat object such as a fire-wall or deck, it will produce a thin circular flame over the object s surface. [Pg.75]

Note. The closure temperature (see later discussion) depends on grain size and cooling rate here it is calculated for a radius of 0.1 mm and a cooling rate of 5 K/Myr (Brady, 1995). Cylinder shape model means that the grains are treated as infinitely long cylinders with diffusion along the cross section (in the plane Ic). [Pg.40]

To conclude, the regular and smooth behavior of enhanced El deexeitations in light and heavy nuclei suggest that these arise from a collective degree of freedom, not studied previously In light nuclei these Els clearly arise from cluster states and in heavy nuclei both cluster and stable octupole shape models give adequate descriptions of the data. [Pg.284]

Structure RNA Models to Three-Dimensional Shape Models 243... [Pg.237]

Low-Resolution Atomic Scale Models of RNA [X Fitting Secondary Structure RNA Models to Three-Dimensional Shape Models... [Pg.243]

The expected value of the tunneling length must not be more than 1 or 2 A. Therefore, a few more attempts were undertaken to find the realistic fit to the same data. The last one was based on the bell-shaped model for W r) (3.54), for which it was found that [85]... [Pg.130]

Fig. 3. Absolute 15 — 25 transition frequencies (F = 1 —> F = 1 component) derived from the line shape model and plotted versus excitation light power... Fig. 3. Absolute 15 — 25 transition frequencies (F = 1 —> F = 1 component) derived from the line shape model and plotted versus excitation light power...
For an accurate data analysis, a detailed understanding of systematic effects is necessary. Although they are significantly reduced with the improved spectroscopy techniques described above, they still broaden the absorption line profile and shift the center frequency. In particular, the second order Doppler shift and the ac-Stark shift introduce a displacement of the line center. To correct for the second order Doppler shift, a theoretical line shape model has been developed which takes into account the geometry of the apparatus as well as parameters concerning the hydrogen atom flow. The model is described in more detail in Ref. [13]. [Pg.23]

We wish to point out, that by use of a suitable fiber which further broadens the spectrum, this fs laser frequency measurement technique has now been simplified to a setup with a single laser, as described elsewhere in this volume [6]. With the technique of Fig. 6, the 15 — 25 transition frequency was measured twice, first with a GPS referenced commercial Cs clock [29], and second with a transportable Cs atomic fountain clock constructed by A. Clairon and coworkers in Paris [30]. A total of 614 spectral lines was recorded in the latter measurement during ten days, and fitted with the described line shape model [13]. After adding a correction of 310 712 233(13) Hz to account for the hyperfine splitting of the 15 and 25 levels, we obtain for the hyperfine centroid [28] ... [Pg.27]

Fig. 7. Muonium Is-2s signal. The frequency corresponds to the offset of the Thsapphire laser from a molecular iodine reference line. The open circles axe the observed signal, the solid squares represent the theoretical expectation based on measured laser beam parameters and a line shape model [38]... Fig. 7. Muonium Is-2s signal. The frequency corresponds to the offset of the Thsapphire laser from a molecular iodine reference line. The open circles axe the observed signal, the solid squares represent the theoretical expectation based on measured laser beam parameters and a line shape model [38]...
The early U-shape flow paths models assumed homogeneous permeable rocks for the entire system, but this restriction was later removed by the argument that all rocks are permeable to some degree. Thus the road was paved to apply the U-shape model to entire basins. [Pg.44]

Fig. 2.19 A more detailed cross-section of the U-shape model area shown in Fig. 2.18 (condensing several figures of Toth, 1963, 1995). Groundwater flow paths deduced by the U-shape flow paths model are marked with arrows denoting flow directions. Three flow zones have been concluded local, intermediate, and regional, with alternating points of discharge (e.g., points A, B, D, F) and points of recharge (points C, E, G, H). The symmetry of the suggested flow lines, centered in the modeled box, reveals that they are a direct outcome of the assumption of the three impermeable flow planes. Fig. 2.19 A more detailed cross-section of the U-shape model area shown in Fig. 2.18 (condensing several figures of Toth, 1963, 1995). Groundwater flow paths deduced by the U-shape flow paths model are marked with arrows denoting flow directions. Three flow zones have been concluded local, intermediate, and regional, with alternating points of discharge (e.g., points A, B, D, F) and points of recharge (points C, E, G, H). The symmetry of the suggested flow lines, centered in the modeled box, reveals that they are a direct outcome of the assumption of the three impermeable flow planes.
The local, intermediate, and regional flow regions, depicted in Fig. 2.19 as an outcome of the U-shape model, are hydraulically nonlogical. There is... [Pg.45]

Presentations of the U-shape model in the literature do not specify the location of rain or snowmelt water and do not discuss the resulting recharge distribution. Commonly, rain falls over the entire area of an unconfined system, as depicted in the cross-section shown in Fig. 2.20. Runoff, too, is all over, but with an uneven distribution, as it runs fast from the topographic highs and accumulates and flows relatively slowly at the topographic lows. Thus recharge takes place all over the surface, but is intensified in the... [Pg.46]


See other pages where Shape model is mentioned: [Pg.44]    [Pg.1151]    [Pg.7]    [Pg.47]    [Pg.200]    [Pg.201]    [Pg.201]    [Pg.224]    [Pg.515]    [Pg.521]    [Pg.524]    [Pg.536]    [Pg.129]    [Pg.446]    [Pg.450]    [Pg.40]    [Pg.41]    [Pg.270]    [Pg.300]    [Pg.280]    [Pg.157]    [Pg.23]    [Pg.23]    [Pg.136]    [Pg.199]    [Pg.45]   
See also in sourсe #XX -- [ Pg.106 ]




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Banana shaped model

Band broadening peak shape models

Cellulose shapes models

Computer modeling, aggregate shape

Cross-shaped diagram model

Discussion of the U-Shape Flow Paths Model

Drop shape modeling

Energy surfaces, model equations shapes

HK Model for Slit-Shaped Pores

Instrument line shape model

Modeling Molecular Shapes

Modelling the shape of a polymer molecule

Molecular shape and the VSEPR model

Molecular shape modelling

Molecular shapes VSEPR model

Other Models for the Shape

Parametric modeling geometric shapes

Peak shape models

Peak shape models Gaussian

Peak shape models Subject

Peak shape models curve fitting

Peak shape models statistical moments

Schematic representation of the ring-shaped tube model

Separation After Peak Shape Modeling

Shape bonding models

Shape selectivity lattice model

Shape-filling molecular models

Shapes Shape-centered model

Solute Orientation The Shape Model

Suspension models particle shape effect

T-Shaped Technologist Learning Model

The Original HK Slit-Shaped Pore Model

The Sizes and Shapes of Organic Molecules. Molecular Models

The Traditional Model of U-Shape Flow Paths

The Use of DEP to Shape Tissue Models

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