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Molten layer thickness

The combustion wave structure at 100 atm is shown in Figs. 13 and 14, exhibiting a close similarity to that at 1 atm except for the shorter flame-standoff distance (6 vs. 600 pm) and molten-layer thickness (2.1 vs. 66 pm). [Pg.320]

The major difference lies in a smaller void fraction. The shorter molten-layer thickness and higher burning rate yield a shorter residence time for condensed-phase reaction. Also, high pressure tends to retard the RDX evaporation, which dominates the gasification process in the two-phase layer. As evidenced by the large ratio of HCN to CHiO mole fraction, the endothermic decomposition, (R2), appears more profound at high-pressure conditions. This can be attributed to the higher surface temperature and heat transfer into the condensed phase. [Pg.321]

Molten layer thickness is an important determinant of weld strength. If the thickness of the molten layer is less than the melt stop displacement, melt stops cannot contact holding stops, part dimensions cannot be controlled, and joint quality is poor due to limited inter-molecular diffusion. In addition to contributing to weld strength, adequate displacement in phases I and II compensates for part surface irregularities and ensures that contaminated surface layers flow out before the joining phase. [ 1... [Pg.465]

The less well grown parts of the specimens (typical when the specimen dries in air) consist of layered structures perpendicular to the sample surface (Figure 12). Diffraction patterns display only rings at a distance corresponding to the layer thickness there is no evidence of any kind of order in the layers. This seems to be confirmed by preliminary x-ray diffraction studies of the dried product under a vacuum of 10-4 torr— one obtains a layer parameter in the order of 45 A while the chains remain in a molten state (18). The aspect shown in Figure 12 does not differ from that obtained by conventional electron microscopic studies by... [Pg.86]

In this example, we consider the classic Stefan-Neumann solution. The solid is initially at a constant temperature Tq. At time t — 0 the surface temperature is raised to T, which is above the melting point, Tm. The physical properties of each phase are different, but they are temperature independent, and the change in phase involves a latent heat of fusion A. After a certain time t, the thickness of the molten layer is Xi(t) in each phase there is a temperature distribution and the interface is at the melting temperature Tm (Fig. E5.4). [Pg.190]

Heat is conducted from the outer surface through the melt to the free interface, where some of the heat is absorbed as heat of fusion, melting some more solid, and the rest is conducted into the solid phase. The densities of melt and solid are usually different. We denote the melt phase with subscript l and the solid with subscript s. The thickness of the molten layer increases because of melting, and there is also a slight increase due to a decrease in density as the solid melts. If there were no decrease in density, the thickness of the molten layer would remain Xs. Thus, the relationship between Xt and Xs is given by... [Pg.190]

Fig. E5.4 Melting in a semi-infinite solid. X/(t) is the thickness of the molten layer at time t, Xs(t) is the distance of the interface from the location of external surface at time t — 0. The temperature profile in the solid is expressed in coordinate xs, which is stationary, whereas the temperature profile in the melt is expressed in coordinate xh which has its original outer surface of melt, hence, it slowly moves with time if ps pt... Fig. E5.4 Melting in a semi-infinite solid. X/(t) is the thickness of the molten layer at time t, Xs(t) is the distance of the interface from the location of external surface at time t — 0. The temperature profile in the solid is expressed in coordinate xs, which is stationary, whereas the temperature profile in the melt is expressed in coordinate xh which has its original outer surface of melt, hence, it slowly moves with time if ps pt...
Alumina is the standard material for the Vemexxil process, produced in the range of 200 t per year [5]. Therefore, the possibilities of the process in the field of fiinctionally graded materials are shown at the system ruby-sapphire. Alumina crystals with varying amounts of dopants are investigated. The gradients are limited by the thickness of the molten layer on top of the growing crystal. [Pg.333]

Once the polymer is molten, viscous dissipation can occur. For typical polyethylene melts, the shear stress t is of the order of 10 Pa when the shear strain rate y is 100 s . Therefore, by Eq. (5.8), the power input is of the order of 10 Wm . This power is dissipated in the molten layer, increasing its temperature and thickness. [Pg.146]

To melt the polyethylene, the temperature must exceed 135 °C. The hotplate temperature should exceed 170 °C, to avoid the risk of the polyethylene cooling and crystallising in the time interval before the joint is made. However it should not exceed 270 °C, to avoid rapid degradation of the polyethylene. Research showed that the optimum hotplate temperature was 205 °C. Figure 14.8 shows how the temperature profile in the pipe changes with time, when the contact pressure is zero. It takes about 2 min to produce a 3 mm thick molten layer. [Pg.418]

Procedure for Primary Crystallization of Molten Paraffin. After die crystallizer was dipped in molten paraffin for a finite time, it was quickly taken out from the molten paraffin and detached from the coolant line. Then the coolant within the crystallizer was drained, and the crystal layer formed on its wall surface was kept at 2 K. The primary crystallization conditions are summarized in Table 1. The coolant temperature at the inlet was varied from 274.2 to 304.8K. The thickness of solidified paraffin crusted on the crystallizer surface was measured at 60 different points, and the mean value of the measurements was used for the estimation of the layer thickness L at a finite dipping time. When the observation of these items was over, the crystal layer was removed from the crystallizer and cut into about four pieces of 12 x 15x3-5 mm in size for the secondary crystallization treatment. [Pg.211]

Generally, there is a measurable dimensional change in the coated article, the amount and direction being dependent on the type and extent of the coating reactions. The alloy layer thickness can usually be expressed as a function of time and tanperature, although this may not always be readily apparent, for example, in hot-dipped coatings where CTystallites may become detached from the alloy layer and lost in the bath of molten coating metal. [Pg.223]


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