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Free Boundary Reflection

Quirke and Sheng have studied the 13-particle Ar-like cluster in detail. Performing MC simulations of much greater length than those of Kaelberer and Etters, they attempted to determine whether the abrupt melting behavior reported by Etters and Kaelberer accurately reflected the physics of the 13-particle system or was merely an artifact of the metastability associated with their choice of free boundary conditions. [Pg.125]

When the bonding at the interface is intact, the amplitude of the reflected pulse there will be fairly low, in contrast to the amplitude of the transmitted pulse that travels through the substrate and is reflected at its free boundary. If a defect... [Pg.297]

Note that this tomography problem (with reflecting boundary) can easily be generahzed to the dipping reflector case, see Figure 6. This merely requires recalculating the data on the new free boundary which is parallel to the halfspace with velocity V >Vo. The parameters V"o> 0, V can be found as in the first example. [Pg.277]

Many other interesting examples of spontaneous reflection symmetry breaking in macroscopic domains, driven by boundary conditions, have been described in LC systems. For example, it is well known that in polymer disperse LCs, where the LC sample is confined in small spherical droplets, chiral director structures are often observed, driven by minimization of surface and bulk elastic free energies.24 We have reported chiral domain structures, and indeed chiral electro-optic behavior, in cylindrical nematic domains surrounded by isotropic liquid (the molecules were achiral).25... [Pg.477]

We defer the discussion of the effects of (r) until Section VII.C and begin with the special case, referred as a force-free diffusion, with a uniform distribution of electron spins outside the distance of closest approach with respect to the nuclear spin. Under the assumption of the reflecting-wall boundary condition at rjs = d, Hwang and Freed found the closed analytical form of the correlation function for translation diffusion (138) ... [Pg.87]

Another distinctive characteristic of the PLZT materials is their fully dense, pore-free microstructure which is devoid of any second phases. This is reflected in measured bulk densities which routinely exceed 99.9% of theoretical density. The existence of pores or second phases in the volume of the grains or in the grain boundaries is undesirable since both act to increase light scattering and reduce optical transparency. [Pg.270]

The dielectric function of a metal can be decomposed into a free-electron term and an interband, or bound-electron term, as was done for silver in Fig. 9.12. This separation of terms is important in the mean free path limitation because only the free-electron term is modified. For metals such as gold and copper there is a large interband contribution near the Frohlich mode frequency, but for metals such as silver and aluminum the free-electron term dominates. A good discussion of the mean free path limitation has been given by Kreibig (1974), who applied his results to interpreting absorption by small silver particles. The basic idea is simple the damping constant in the Drude theory, which is the inverse of the collision time for conduction electrons, is increased because of additional collisions with the boundary of the particle. Under the assumption that the electrons are diffusely reflected at the boundary, y can be written... [Pg.337]

The free carrier optical reflection of test modules before and after damp heat indicates that the effective carrier density is not much affected [58]. Hence, the degradation of the ZnO sheet resistance is probably more of a carrier transport problem. It is, at present, unclear where electron barriers are located. They may be present at the grain boundaries in general [59]. In this case, the disturbances of the ZnO microstructure (induced by the substrate but also depending on preparation parameters) are only harmful because they allow a faster penetration of the humidity into the film. On the other hand, the disturbed regions may themselves be highly resistive after damp heat exposure, which forces the current to percolate around these... [Pg.429]


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Free boundary

Reflecting boundary

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