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Object-oriented databases have stirred up a storm of controversy in the database community. Proponents say that object databases are essential to create a proper match between the programming and database data models. They say that the rigid, fixed, row/ column structure of relational tables is a holdover from the punch-card era of data processing with its fixed data fields and record orientation. A more flexible model, where classes of objects can be similar to one another (that is, share certain attributes) but also different from one another is essential, they say, to effectively model real-world situations. Another assertion is that the multitable joins that are an integral part of the relational data model inherently create database overhead and make relational technology unsuitable for the ever-increasing performance demands of today s applications. Finally, since objects are well-established as the in-memory data model for modern programs, the proponents say that the only natural data model is one that transparently extends the in-memory model to permanent, shared, disk-based, multiuser storage.

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V druhé polovině měsíce března jsme zahájili v OC Olympia Brno, na místě prodejny Sony Center, prodej dvou značek a to SONY a LG.

Terminals and Networks Providing interoperable and transparent access to content across a variety of networks and terminals (e.g., servers and players), including control over quality of service. Content Representation How media resources are represented. Event Reporting Including the metrics and interfaces to enable users (at all points in the delivery chain) to understand precisely the performance of all reportable events within the frameworks (e.g., did my streaming media ad really get watched ).

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.

Part VI:

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32.10.3 Elastic Limit The elastic limit is the greatest stress which a material is capable of withstanding without any permanent deformation after removal of the load. It is designated as point Q in Fig. 32.16. The elastic limit is also very seldom used in engineering specifications because of the complex testing procedure of many successive loadings and unloadings that is necessary for its determination.

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Opponents of object-oriented databases are just as adamant, saying that object-oriented databases are unnecessary and offer no real, substantive advantages over the relational model. They say that the handles of object-oriented databases are nothing more than the embedded database pointers of prerelational hierarchical and network databases, recycled with different names. They point out that, like these earlier database technologies, the object-oriented databases lack the strong underlying mathematical theory that forms the basis of relational databases. They add that the lack of object database standards and the absence of a standardized query language like SQL are reflections of this deficiency, and have prevented the development of vendor-independent tools and applications that have been essential to the development of the database industry. In response to claims of inferior performance, they point to the use of relational technology in some of the most performance-demanding enterprise applications. They also are careful to draw a distinction between the external relational model of data and the underlying implementation, which may well contain embedded pointers for performance acceleration. Finally, they say that any mismatch between object-oriented programming and relational databases can be addressed by technologies like JDBC and other object-torelational interfaces.

32.10.4 Yield Strength The yield strength is the nominal stress at which a material undergoes a specified permanent deformation. There are several methods to determine the yield strength, but the most reliable and consistent method is called the offset method. This approach requires that the nominal stress-strain diagram be first drawn on cartesian coordinates. A point z is placed along the strain axis at a specified distance from the origin, as shown in Figs. 32.15 and 32.16. A line parallel to the elastic modulus is drawn from Z until it intersects the nominal stress-strain curve. The value of stress corresponding to this intersection is called the yield strength by the offset method. The distance 0Z is called the offset and is expressed as percent. The most common offset is 0.2 percent, which corresponds to a nominal strain of 0.002 in/in. This is the value of offset used in Fig. 32.15 to determine the yield strength of the A40 titanium. An offset of 0.01 percent is sometimes used, and the corresponding nominal stress is called the proof strength, which is a value very close to the proportional limit. For some nonferrous materials an offset of 0.5 percent is used to determine the yield strength. Inasmuch as all methods of determining the yield strength give somewhat different values for the same material, it is important to specify what method, or what offset, was used in conducting the test.

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