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where second and higher order terms have been neglected (see Ref. [29]). To compute the sensitivity terms H(x, t)/ ln K(x) and H(x, t)/ ln Ss (x) needed in (3.8), the following adjoint-state equation, which is in fact a backward transient problem, must be solved for each pair of measurement location xj and measurement time level tl : + K = (x xj )(t tl ), (3.9) t with suitable boundary and nal conditions. That is, (3.9) is solved backward in time from t = tl to t = 0. It should be noted that both (3.2) and (3.9) need to be solved during each iteration, when new estimates of K(x) and Ss (x) are updated. Ss

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Step 2. Locate the Code 39 Functions. The functions may be listed under one of these two locations: Functions > Additional Functions > Visual Basic UFLs ...

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phase changes as well as additional global matrix formation Tm . Table 21.7 shows the overhead that is a summation of Tn , Te , and Tm on different problem sizes versus the total execution with 1 processor for that problem size with only 10 timesteps. (It is not very likely that a phase will change within 10 timesteps. Therefore, we can assume that there is only one PARM overhead within this execution) Here, we only evaluated the performance for the grid size with silt = 4/3 and sand = 1 since other combination will produce smaller overhead because of the coarser grid. We notice that when the problem size becomes larger and larger, the overhead introduced by PARM approach becomes more and more insigni cant compared with the total execution time. The total overhead introduced by PARM is small enough to be neglected.

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thatValue) or instead do an assignment (thisValue=thatValue).

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In the preceding listing, you see no direct call to any transactional APIs, and there is no code required to deal specifically with partial failure. Instead you have a single annotation, @Transactional, applied to the entire method. This single @Transactional tag tells Spring that this method should be handled with transactional semantics. The Spring framework, using AOP, can supply the required calls to the transaction API during runtime. Because the Spring-supplied transaction code is written on top of the flexible PlatformTransactionManager API, you can configure the exact transaction manager/transaction platform to use depending on your specific need. Applying AOP to transactions, Spring enables the developer to totally focus on the business logic without worrying about writing code that handles transactions. An alternative to Spring s AOP-based transaction support is a full-blown Java EE EJB container. Java EE EJB containers handle transaction management in a declarative manner, allowing transaction concerns to be addressed separately from your business logic within the EJB. In other words, a Java EJB container enables you to declaratively configure transactions for EJB code modules. The drawbacks of using a full-blown Java EE EJB container include the typically large EJB container size, the cost of the server/container, and the requirement to code according to the often-tedious EJB specifications.

Figure 13.12 Operational procedure of a digital voice system connected with the PACS starts with (top) radiologist at the primary diagnostic WS dictating a report with the digital dictaphone system. Yellow: radiologist uses the digital dictaphone system; green: clinician reviews images with digital voice report; blue: housekeeping steps.

This is because the application is highly dynamic with scattered re nements during this period. The snapshot at the regrid step 96 in Figure 20.3 illustrates the scattered re nements. This in turn causes signi cant cluster movement during reclustering. Note that the exiting simulator does not measure synchronization costs and thus does not re ect full performance bene ts that can be achieved using AHMP. The actual performance gains due to AHMP are seen in Figure 20.15 based on actual runs. Clustering Costs The cost of the SBC clustering algorithm is experimentally evaluated using the six different SAMR application kernels on a Beowulf cluster (Frea) at Rutgers University. The cluster consists of 64 processors and each processor has a 1.7 GHz Pentium 4 CPU. The costs are plotted in Figure 20.13. As seen in this gure, the overall clustering time on average is less than 0.01 s. Note that the computational time between successive repartitioning/rescheduling phases is typically in the order of tenths of seconds, and as a result the clustering costs are not signi cant.

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Generate Code-39 and Code 3 of 9 barcodes in Crystal Reports without installing other components. Supports Code-39, MOD43 and multiple narrow to wide ...
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