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Throughout this section dealing with discretisation, it has been assumed that the grid pattern throughout the domain will be regular In most cases this assumption is inappropriate since those domain regions in the vicinity of solid boundaries will require grid re nement Thus a exibility to create an irregular grid pattern will be needed for most practical problems The general discretised equations are applicable to regions of both coarse and re ned grid densities, but there is a need to deal with the translation of variables and parameters at the interfaces between different grid densities Details of a method of handling these translations can be found in Patankar (1980) Grid strategies The grid itself can be cast in one of two possible ways The rst of these is the structured grid (Fig 36(a)) in which grid is, or close to, orthogonal throughout the domain.

The second is the unstructured grid in which grid nodes can be placed more or less anywhere and the mesh connections made to suit (Fig 36(b)) In the structured grid case, all the neighbour cells are located and the connections between them are, thus, clearly de ned In the unstructured case, the additional information is required to de ne grid cell connectivity and this places further demands on computer memory and, correspondingly, computational overhead However, the unstructured grid is easier to map than the structured grid Techniques such as ne mesh embedding can be used with a structured grid strategy to improve problem de nition in regions such as boundary layers, as is evident in Fig 36(a) Several techniques are available for grid spacing in these regions such as the use of a geometric sequence (Fig 3.

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use these security objects for authentication, authorization, and delegation purposes from within application objects The security objects enable application objects to query policy, negotiate cryptographic algorithms, make access decisions, change privileges during execution, enforce their own policy, and provide additional authorization options They include the following components: PrincipalAuthenticator This object is used to create credentials for a given principal If the application authenticates the user outside the object model (perhaps by using a UNIX login ID, authentication to a DCE cell, or a certificate validation check), the application must transfer credentials to the PrincipalAuthenticator, normally at ORB initialization Alternatively, the application can invoke PrincipalAuthenticator s authenticate method to confirm the user s identity within the object model Credential Once a user is authenticated, the PrincipalAuthenticator object can generate credentials upon request.

7) in which f is a grid spacing factor ( f > 1 in this case) Solution of the discretised equation set The discretised equation set can be solved using a line-by-line method incorporating the tridiagonal matrix algorithm (as described in Section 21) For three-dimensional problems, successive planes are solved throughout one of the dimensions (eg the x-y plane may be solved along the z-direction in successive sweeps) The main complication in the solution of these equations lies in the fact that the pressure eld is unknown Hence most methods for processing the discretised equations start with a.

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CSS has a handful of pseudo-classes that you can use to modify attributes of elements in your document. Pseudo-classes are identi ers that are understood by browsers to apply to a subset of elements, without the element needing to be explicitly tagged with the style. Such classes are typically dynamic and tracked by other means than the actual class attribute. For example, there are two pseudo-classes that can be used to modify the attributes of visited and unvisited links in the document (explained in the next section). If you use the pseudo-classes, you don t have to actually specify the classes in individual links the browser determines which links t into which class (visited or not) and applies the style(s) appropriately. The following sections discuss the various pseudo-classes available in CSS.

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