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Cylindrical analyser

Figure Bl.6.2 Electron analysers consisting of a pair of capacitor plates of various configurations (a) the parallel-plate analyser, (b) the 127° cylindrical analyser and (c) the 180° spherical analyser. Trajectories for electrons of different energies are shown. Figure Bl.6.2 Electron analysers consisting of a pair of capacitor plates of various configurations (a) the parallel-plate analyser, (b) the 127° cylindrical analyser and (c) the 180° spherical analyser. Trajectories for electrons of different energies are shown.
Figure 8.22 Cylindrical analyser used in an Auger spectrometer... Figure 8.22 Cylindrical analyser used in an Auger spectrometer...
The analysers shown in Figures 8.5(a) and 8.5(b) are useful mainly for gaseous samples. Those shown in Figures 8.5(c) and 8.5(d) may be used for solid samples also. In the 127° cylindrical analyser shown in Figure 8.5(c) some of the generated photoelectrons enter the slit and traverse a path between two plates which are 127.28° sections of concentric cylinders. A variable electrostatic field is applied across the plates and the electrons emerge from the exit slit only if the field is such that they follow the circular path shown. The electrons emerging are counted as the field is smoothly varied. [Pg.294]

Figure 4 The 127° radial cylindrical analyser Ri, R, R2 are the radius of the inner electrode, the midradius, and the radius of the outer electrode, respectively, Si and S2 are the entrance and exit slits, respectively. Figure 4 The 127° radial cylindrical analyser Ri, R, R2 are the radius of the inner electrode, the midradius, and the radius of the outer electrode, respectively, Si and S2 are the entrance and exit slits, respectively.
Microscopic analyses of the van der Waals interaction have been made for many geometries, including, a spherical colloid in a cylindrical pore [14] and in a spherical cavity [15] and for flat plates with conical or spherical asperities [16,17]. [Pg.234]

Figure 8.5 (a) Slotted grid, (b) spherical grid, (c) 127° cylindrical and (d) hemispherical analysers... [Pg.295]

Allophane and Imogolite. AUophane is an amorphous clay that is essentially an amorphous soHd solution of sUica, alumina, and water (82). In allophane less than one-half of the aluminum is held in tetrahedral coordinations and the Si02 to AI2O2 ratio typically varies between 1.3 and 2.0, but values as low as 0.83 have been reported. The typical morphology of allophane is cylindrical (37). AUophane may be associated with haUoysite, smectite minerals, or it may occur as a homogeneous mixture with evansite, an amorphous soHd solution of phosphoms, alumina, and water. Its composition, hydration, and properties vary. Chemical analyses of two allophane samples are given in Table 5. [Pg.200]

In many practical situations involving the flow of polymer melts through dies and along channels, the cross-sections are tapered. In these circumstances, tensile stresses will be set up in the fluid and their effects superimposed on the effects due to shear stresses as analysed above. Cogswell has analysed this problem for the flow of a power law fluid along coni-cylindrical and wedge channels. The flow in these sections is influenced by three factors ... [Pg.357]

The samples were analysed on a TAX T2 Texture Analyser programmed for the following conditions a cylindrical plunger with 1 in. diameter contact force of 5 g, contact area of 284,88 mm, speed of 2 mm s and a 5 s interval between the first and second bites. [Pg.933]

The energies of the Auger electrons leaving the sample are determined in a manner similar to that employed for photoelectrons already described in chapter 2 Section 4. Modern instruments nearly always incorporate cylindrical mirror analysers (CMA) because their high transmission efficiency leads to better signal-to-noise ratios than the CHA already described. [Pg.172]

Figure 5.30. Schematic diagram of a cylindrical mirror electron energy analyser. Figure 5.30. Schematic diagram of a cylindrical mirror electron energy analyser.
The analyses of simultaneous reaction and mass transfer in this geometry are similar mathematically to those of the straight cylindrical pore model considered previously, because both are essentally one-dimensional models. In the general case, the Thiele modulus for semiinfinite, flat-plate problems becomes... [Pg.451]

With due regard to the lateral variations in composition which can arise as a consequence of source geometry and positioning (discussed in Section II), it is vise to analyze the alloy film at a number of representative points. For example, if a catalytic reaction was carried out over an alloy film deposited inside a spherical vessel maintained at a constant temperature over its entire area, then the mean alloy composition (and the uniformity of composition) is required. A convenient procedure is to cut glass reaction vessels carefully into pieces at the end of the experiment and to determine the composition by X-ray fluorescence analysis of a number of representative pieces. Compositions of Pd-Ag alloy films (40) determined at 12 representative parts of a spherical vessel from the intensities of the AgK 12 and PdKau fluorescent X-ray emissions are shown in Table V mean compositions are listed in the first column. (The Pd and Ag sources were separate short concentric spirals.) In other applications of evaporated alloy films to adsorption and catalytic studies, as good or better uniformity of composition was achieved. Analyses of five sections of a cylindrical... [Pg.134]

Tetracarbene [24 wi = 4] has been generated in a 2-methyltetrahydro-furan (2-MTHF) matrix and analysed based on (9) to give preliminary data g = 2.0030, D = 0.01400 and E = 0.00050 cm with 5 = 4. Note that the -value of the last compound is almost vanishing due to the cylindrical symmetry of the molecule. [Pg.214]

The DigiSim program probably represents the current state of the art which is achievable for simulating and analysing cyclic voltammograms. This package can perform cyclic voltanunetry for a wide range of mechanisms at planar, spherical, cylindrical or rotated disc electrodes. It also computes concentration profiles. [Pg.299]

Theoretical analyses of interfacial debonding and frictional pull-out in the fiber pull-out test were initially modeled for ductile matrices (e.g. tungsten wire-copper matrix (Kelly and Tyson, 1965, Kelly, 1966)) assuming a uniform IFSS. Based on the matrix yielding over the entire embedded fiber length, as a predominant failure mechanism at the interface region, a simple force balance shown in Fig. 4.19 gives the fiber pull-out stress, which varies directly proportionally to the cylindrical surface area of the fiber... [Pg.125]


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See also in sourсe #XX -- [ Pg.127 , Pg.294 ]

See also in sourсe #XX -- [ Pg.127 , Pg.294 ]




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Analyse

Analyser

Cylindrical mirror analyser

Cylindrical mirror analyser, CMA

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