The combination of periodic functional maps and like-to-like patch connections would seem to suggest that a large injection covering all phases of orientation preference should uniformly label visual cortex, in conflict with observed labeling patterns.
The quality of the bicellar phase in terms of orientation and mosaic spread was monitored by P NMR. Figure 6A shows the P NMR spectrum of a pure q = 3.5 DMPC/DHPC bicelle preparation.
When the magnitude of the first neighbor interaction reaches the limit of the existence of the ordered phases, the range of orientation for which the quadrijunction is stable vanishes.
The morphological features of the skin layer (level of crystalline phase orientation, degree of crystallinity, β-phase content and double texture) were evaluated by wide-angle X-ray diffraction.
One method used for polymorph control is epitaxy, whereby another surface is used to promote the growth of a given phase or orientation of a crystal.
Moreover, properties of the local signal such as local estimates of orientation, phase and colour will also be stabilised by perceptual grouping mechanisms.
Cartoon in Fig. 2A shows the selected body positions where time measures were taken: at T0 the snail is pitched head-down from the horizontal plane, T1 is the time in which the snail has initiated a head turn, T4 is the final phase of complete re-orientation, and T2 and T3 are intermediate body positions in time (shown Fig. 2A).
The effect of applied external magnetic field on the crystalline phase and orientation of FePt nanoparticle films on Si have been examined by XRD. Figure 2a, b shows the XRD patterns of unannealed and annealed FePt nanoparticle films on Si under different magnetic conditions corresponding to 1#, 2#, and 3# samples.
The effective elastic properties of the composites are expressed analytically in terms of phase properties, orientation angles, volume fraction, and fiber shape.
Utilizing these tensors and applying the Mori-Tanaka mean field theory to account for the interaction between inclusions and matrix, the effective electroelastic properties of the composites are expressed analytically in terms of phase properties, orientation angles, volume fraction and inhomogeneity shape.
