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Diffraction pattern, circular

Mirror segments (like Keck) will concentrate the diffracted energy into lines perpendicular to the edges, thus producing a diffraction pattern that is brighter or darker in some places than that of a circular aperture. [Pg.70]

A prime example of a Refolding model is that of the insulin protofilament (Jimenez et al., 2002). Insulin is a polypeptide hormone composed of two peptide chains of mainly o -helical secondary structure (Fig. 3A Adams et al., 1969). Its chains (21- and 30-amino acids long) are held together by 3 disulfide bonds, 2 interchain and 1 intrachain (Sanger, 1959). These bonds remain intact in the insulin amyloid fibrils of patients with injection amyloidosis (Dische et al., 1988). Fourier transform infrared (FTIR) and circular dichroic (CD) spectroscopy indicate that a conversion to jS-structure accompanies insulin fibril formation (Bouchard et al., 2000). The fibrils also give a cross-jS diffraction pattern (Burke and Rougvie, 1972). [Pg.239]

The DNA-lipid cast film was stretched ca. three times in length (ca. 20 p.m thick) in the wet state, and X-ray diffraction patterns are shown in Fig. 7b. When the incident beam was irradiated parallel to the top edge of the stretched film, the circular reflection of 41 A was observed. When the beam was exposed parallel to the side edge and perpendicular to the film plane, the diffraction on the equator appeared as two spots of 41 A indicating a distance between the DNA-lipid strands and the diffraction on the meridian of 3.4 A. The distance between parallel stacked base-pairs was clearly observed [2-4]. These findings clearly show that DNA strands are ahgned... [Pg.63]

Fig. 4. The diffraction pattern from the ground state of iodine in methanol is shown on the right. The beamstop is seen as a dark circular area in the centre and the bright ring is the correlation peak from the liquid. The picture on the right is the subtraction of the ground state from the 100 ps frame. Note the black ring around the beamstop. That is the signature of dissociation. Fig. 4. The diffraction pattern from the ground state of iodine in methanol is shown on the right. The beamstop is seen as a dark circular area in the centre and the bright ring is the correlation peak from the liquid. The picture on the right is the subtraction of the ground state from the 100 ps frame. Note the black ring around the beamstop. That is the signature of dissociation.
The electron-diffraction pattern yielded by a single body typically contained two arcs, and usually second, and sometimes third orders of these (Figure 10). The pattern was substantially constant over the extent of the sphere. However, as the selected area was reduced symmetrically towards the center of the circular section of the sphere, the pattern became sharper, and the angular extent of the arcs lessened (Figure 11). This was most noticeable where the lamellar direction of the body was perpendicular, or... [Pg.548]

Figure 2 shows the results of the non-linear fitting procedure on a part of the equator, first and second layer lines of TMV. The diffraction pattern used was taken by Dr. S. Warren and Dr. G. Stubbs at the Max-Plank-Institut in Heidelberg, Germany. This pattern was taken on a Guinier camera and the arcsdue to disorientation are not circular. The natural coordinate system (3)of the camera (rather than polar coordi-nates)was used in the deconvolution procedure. The standard... [Pg.143]

Figure 1.7. Fraunhofer diffraction pattern for circular aperture or opaque disk (from Weiner, 1984). Figure 1.7. Fraunhofer diffraction pattern for circular aperture or opaque disk (from Weiner, 1984).
It shall be assumed in this chapter that molecular arrangement in the bulk of solid explosives, and all amorphous and liquid explosives, has no preferred orientation direction. The diffraction patterns in this case are isotropic around the primary X-ray beam, and the vector quantity, x, can be replaced by its scalar magnitude. It is customary to speak of diffraction profiles, rather than patterns, when isotropy obtains and the diffraction profiles are derived by integration of the (circularly-symmetric) diffraction pattern over the azimuthal component of the scattering angle. [Pg.208]

Selected area electron diffraction patterns of ZSM-5 from circular region of diameter 3,500ft... [Pg.188]

Figure 1 illustrates the stressed polystyrene film without crazing. A thin layer of glycerin has been applied to this area with little or no change in the diffraction pattern as shown on the right. The same laser diffraction pattern of a circular halo was also obtained when distilled water was used. However if a big blot of distilled water were introduced and allowed to dry, minute but perfect parallel crazes developed, and a sharp vertical diffracted light was observed (see Figure 2). The possible absorption of atmospheric contaminants by the water or water molecules that entered the polystyrene molecular system and eased the nucleation... Figure 1 illustrates the stressed polystyrene film without crazing. A thin layer of glycerin has been applied to this area with little or no change in the diffraction pattern as shown on the right. The same laser diffraction pattern of a circular halo was also obtained when distilled water was used. However if a big blot of distilled water were introduced and allowed to dry, minute but perfect parallel crazes developed, and a sharp vertical diffracted light was observed (see Figure 2). The possible absorption of atmospheric contaminants by the water or water molecules that entered the polystyrene molecular system and eased the nucleation...
Figure 3.1-4 Diffraction pattern of a circular aperture of the diameter D = 2 / , the first dark ring about the central maximum has the radius r. Figure 3.1-4 Diffraction pattern of a circular aperture of the diameter D = 2 / , the first dark ring about the central maximum has the radius r.
These ideas can be illustrated by considering the coherence of a circular source of diameter a. The correlation / i2 is equal to the normalized intensity of the Fraunhofer diffraction pattern from a circular aperture of diameter a (see Figure 1.7b). From this it follows that hy2 becomes zero when... [Pg.35]

In addition to those minerals associated with the granular constituent, there are numerous submicron-sized minerals that are intimately mixed with other coal macerals. A typical example can be seen in Figure 11, which is a TEM micrograph of vitrinite, where the circular aperture identifies the region from which the electron diffraction pattern, shown in the inset, was obtained. The mineral, which was identified as kaolinite, appears to have been deposited as plates parallel with the coal bedding, based upon an analysis of the diffraction pattern. Also present in these coals is the clay mineral illite, which can be distinguished from kaolinite by both EDX and SAD analyses, lllites contain potassium (K)... [Pg.332]

FIGURE 1.14 Seen here is the hk0 zone diffraction pattern from a crystal of M4 dogfish lactate dehydrogenase obtained using a precession camera. It is based on a tetragonal crystal system and, therefore, exhibits a fourfold axis of symmetry. The hole at center represents the point where the primary X-ray beam would strike the film (but is blocked by a circular beamstop). Note the very predictable positions of the diffraction intensities. All the intensities, or reflections, fall at regular intervals on an orthogonal net, or lattice. This lattice in diffraction space is called the reciprocal lattice. [Pg.15]

To obtain a diffraction pattern a Laue camera must be correctly oriented with respect to the x-ray tube. This alignment requires that the collimator axis point directly at the focal spot on the tube target and make an angle of about 6° with the face of the target. The camera is moved relative to the tube until the primary beam, observed on a small fluorescent screen held near the collimator exit, is of maximum intensity and circular, not elliptical, in section. [Pg.153]

In all these methods, the diffracted beams lie on the surfaces of cones whose axes lie along the incident beam or its extension each cone of rays is diffracted from a particular set of lattice planes. In the Debye-Scherrer and focusing methods, only a narrow strip of film is used and the recorded diffraction pattern consists of short lines formed by the intersections of the cones of radiation with the film. In the pinhole method, the whole cone intersects the film to form a circular diffraction ring. [Pg.161]


See other pages where Diffraction pattern, circular is mentioned: [Pg.5]    [Pg.1636]    [Pg.261]    [Pg.169]    [Pg.537]    [Pg.462]    [Pg.384]    [Pg.215]    [Pg.308]    [Pg.63]    [Pg.280]    [Pg.3]    [Pg.26]    [Pg.54]    [Pg.351]    [Pg.141]    [Pg.429]    [Pg.78]    [Pg.15]    [Pg.70]    [Pg.447]    [Pg.437]    [Pg.439]    [Pg.26]    [Pg.68]    [Pg.43]    [Pg.50]    [Pg.214]    [Pg.260]    [Pg.25]    [Pg.35]    [Pg.281]    [Pg.54]    [Pg.15]    [Pg.130]   
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Diffraction patterns

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