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n When you create a task, you are the original owner. n When you assign the task to someone, they become the temporary owner. n The person who receives the assignment can do one of three things: (1) Accept the task
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Replication has become very popular as a part of the highly available (HA) architecture. Some people are now including replication as a part of their overall data protection scheme. As we saw in 2, replication is similar to mirroring without distance restrictions. Backup applications are also looking at ways to leverage remote replication of data. One of the ways this is being accomplished is to have the backup application that is running at the primary site trigger a mirror split at the remote site and then initiate a backup of the split mirror at the remote site. An example of this can be seen in Figure 3.4. This approach does require that the servers in both locations be running the same operating system with the same volume management software. It also requires that both be in the same backup domain as the backup server at the primary site controls the backup operations on the server at the remote site. We expect to see variations on this methodology to become more prevalent in the future. This type of solution offers a lot of advantages. You have the HA aspects of replication plus the true protection against data deletion, user error and corruption that is not offered by replication alone. It can also meet the requirement for off-site storage of backup images as the backup images are actually being created at an off-site location away from the primary data location.
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Table 9.3 Service Entities in ALSRP
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In a cluster, the startup type of clustered services should be set to Manual, as the cluster service manages these services. The Server Con guration Service Accounts page allows you to change the startup type of the SQL Server services to a value other than Manual, but the startup of these services will still be Manual after the installation. In a way, this is good and follows best practices.
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making their decisions, then this principle will be upheld. Keeping this context in mind can be difficult, but an easily accessible collection of gathered data is one way t o achieve this. Some design teams set up a specific design room for the project where data and informal records of brainstorming sessions are pinned on the walls o r left on the table. (This is discussed again in Section 9.4.2 on Contextual Design.)
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<html> <body> <script type= text/javascript > var b1=new Boolean(0); var b2=new Boolean(1); var b3=new Boolean( ); var b4=new Boolean(null); var b5=new Boolean(NaN); var b6=new Boolean( false ); document.write( 0 is boolean + b1 + <br /> ); document.write( 1 is boolean + b2 + <br /> ); document.write( An empty string is boolean + b3 + <br /> ); document.write( null is boolean + b4+ <br /> ); document.write( NaN is boolean + b5 + <br /> ); document.write( The string false is boolean + b6 + <br /> ); </script> </body> </html>
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Conventional steam reformers are furnaces containing tubes filled with reforming catalyst. Radiation burners, which are usually installed at the top and the bottom of the furnace, generate the process heat (Fig. 1.4(a)). Figure 1.4(b) shows a schematic lateral temperature profile inside a single reformer tube. Clearly, in the considered high-temperature processes the process conditions are defined mainly through the thermal stability of the tubes. A considerable temperature difference across the tube wall is required as the driving force for the heat supply to the reforming reaction. The main heat transfer resistances occur at the inner and outer surface of the tube wall. The impact of heat transfer limitations is illustrated with a generic example describing a best-case scenario (Fig. 1.5). The allowed maximum temperature of the reformer tube is assumed at 950 C. Hence, the wall temperature and inlet temperature of the reaction gas are set to 950 C. The reforming reaction is assumed to be instantaneous that is, at each axial position conversion is set equal to the equilibrium conversion at the respective temperature Xequ(T ). Dissipative effects (i.e.,
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Figure 6.18-Relention policy
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