Regular interfaces

To discuss how may be evaluated, we note first that for interfaces other than those involving solids, the equations by which is evaluated are symmetrical. Hence the subscripts 1, 2, and 12 are employed, rather than s, 1, and si, to refer to the respective phases. It was originally proposed that, for regular interfaces. 

Fig. 5.6a-d. Bone surface abnormalities that are detectable with US. a Normal bone a straight regular interface separates the bone from the soft-tissues, b Outgrowths or plus images a focal projection of bone (arrows) is observed in the soft tissues, c Irregularities of the cortical outline the bone-soft tissue interface is rough (arrowheads) focal breaks (white arrow) or step-off deformities (black arrow) can be seen, d Defects or minus images a focal loss of bone (arrows) is observed. Soft tissues intervene within the defect... 

Interfacial Contact Area and Approach to Equilibrium. Experimental extraction cells such as the original Lewis stirred cell (52) are often operated with a flat Hquid—Hquid interface the area of which can easily be measured. In the single-drop apparatus, a regular sequence of drops of known diameter is released through the continuous phase (42). These units are useful for the direct calculation of the mass flux N and hence the mass-transfer coefficient for a given system. 

The standard requires that organizational and technical interface information be regularly reviewed. 

Interfaces should be reviewed along with other aspects of the design at regular design reviews, scheduled prior to the completion of each phase or more often if warranted. 

How do you identify, document, transmit, and regularly review the organizational and technical interfaces between different design groups ... 

On-line coupling of normal-phase liquid chromatography (NPLC) and gas chromatography is today a well developed and robust procedure and has been regularly applied to environmental analysis. When a fraction of the NPLC sample is introduced in to the GC unit, a large-volume interface (LVI) is needed but, due to the volatility of the organic solvent used in NPLC, this does not present such a great problem. 

A macroscopic model for regular air/solution interfaces has been proposed by Koczorowski et al 1 The model is based on the Helmholtz formula for dipole layers using macroscopic quantities such as dielectric constants and dipole moments. The model quantitatively reproduces Ax values [Eq. (37)], but it needs improvement to account for lateral interaction effects. 

In accordance to GCP, the sponsor should appoint clinical trial monitors. These act as the main communication interface between the sponsor and the trial site, and should regularly visit the site to oversee that the trials are being conducted and correctly documented in accordance with the protocol and GCP. Reports should be supplied to the sponsor after each visit. It is also good practice for the sponsor to establish an auditing system for independently verifying that the activities in relation to the collection and processing of data at the trial site, and at related laboratories or sponsor s facilities, are conducted in accordance with applicable protocols, procedures, regulations, GCP and GLP. 

Another major drawback stems from the disperse nature of the system itself involving a size distribution of the bubbles in the continuous liquid, which can be broad. The interface is not as defined as for two-phase continuous reactors, as described in Section 5.1.1. However, in the case of making foams, regular micro flow structures, such as hexagon flow, were described [22]. 

Ruckenstein and Li proposed a relatively simple surface pressure-area equation of state for phospholipid monolayers at a water-oil interface [39]. The equation accounted for the clustering of the surfactant molecules, and led to second-order phase transitions. The monolayer was described as a 2D regular solution with three components singly dispersed phospholipid molecules, clusters of these molecules, and sites occupied by water and oil molecules. The effect of clusterng on the theoretical surface pressure-area isotherm was found to be crucial for the prediction of phase transitions. The model calculations fitted surprisingly well to the data of Taylor et al. [19] in the whole range of surface areas and the temperatures (Fig. 3). The number of molecules in a cluster was taken to be 150 due to an excellent agreement with an isotherm of DSPC when this... 

K. G. Hollingsworth, M. L. Johns 2003, (Measurement of emulsion droplet sizes using PFG NMR and regularization methods),/. Colloid Interface Sci. 258, 383. 

---