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However, understanding the mechanics of a two-phase commit can help you plan efficient database access To understand why a special two-phase commit protocol is needed, consider the database in Figure 23-13 The user, located on System A, has updated a table on System B and a table on System C and now wants to commit the transaction Suppose the DBMS software on System A tried to commit the transaction by simply sending a COMMIT message to System B and System C, and then waiting for their affirmative replies This strategy works as long as Systems B and C can both successfully commit their part of the transaction.

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32.9.1 Engineering Stress-Strain Traditionally, the tensile test has been used to determine the so-called engineering stress-strain data that are needed to plot the engineering stress-strain curve for a given material. However, since engineering stress is not really a stress but is a mea-

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But what happens if a problem such as a disk failure or a deadlock condition prevents System C from committing as requested System B will commit its part of the transaction and send back an acknowledgment, System C will roll back its part of the transaction because of the error and send back an error message, and the user ends up with a partially committed, partially rolled back transaction Note that System A can t change its mind at this point and ask System B to roll back the transaction The transaction on System B has been committed, and other users may already have modified the data on System B based on the changes made by the transaction..

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

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sive database, for example. When the content and descriptions are not colocated, mechanisms that link AV material and their MPEG-7 descriptions are needed and these links need to work in both directions. The MPEG-7 standard does not define a monolithic system for content description, but rather a set of methods and tools for the different viewpoints of the description of audiovisual content. With this in mind, MPEG-7 has taken into account more application-specific viewpoints under consideration by other standards bodies, including the SMPTE (Society of Motion Picture and Television Engineers) Metadata Dictionary, Dublin Core, EBU P/Meta, and TV Anytime. MPEG-7 uses an XML (Extensible Markup Language) schema as the language of choice for the text representation of descriptions. This choice should allow interoperability with other systems in the future. There is a binary format (BiM) defined in the standard as well. For describing audio, MPEG-7 provides five technologies:

sure of the strength of a material, it is more appropriate to call such data either strength nominal strain or nominal stress strain data. Table 32.3 illustrates the data that are normally collected during a tensile test, and Fig. 32.14 shows the condition of a standard tensile specimen at the time the specific data in the table are recorded. The load-versus-gauge-length data, or an elastic stress-strain curve drawn by the machine, are needed to determine Young s modulus of elasticity of the material as well as the proportional limit. They are also needed to determine the yield strength if the offset method is used. All the definitions associated with engineering stressstrain, or, more appropriately, with the strength nominal strain properties, are presented in the section which follows and are discussed in conjunction with the experimental data for commercially pure titanium listed in Table 32.3 and Fig. 32.14. The elastic and elastic-plastic data listed in Table 32.3 are plotted in Fig. 32.15 with an expanded strain axis, which is necessary for the determination of the yield strength. The nominal (approximate) stress or the strength S which is calculated by means of Eq. (32.8) is plotted as the ordinate. The abscissa of the engineering stress-strain plot is the nominal strain, which is defined as the unit elongation obtained when the change in length is divided by the original length and has the units of inch per inch and is designated as n. Thus, for tension, n= =

UPDATE COMMIT Oops! NO ROLLBACK ERROR!

(32.10)

FIGURE 23-13

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