Oracle Processor Core
Available from 9.2.8. Oracle Processor Core metric is used to determine the licensing cost of Oracle products. It is based on the number of physical cores that are deployed on the host where the software is installed multiplied by an appropriate processor core factor. When the software is installed on multiple hosts, all cores that require applying the same core factor are added. Then, the factor is applied to calculate metric utilization.
By default, the 0.5 factor is applied to all servers. If the number of cores multiplied by the core factor is not an integer, it is rounded up at the core factor level. If a processor requires a different core factor, the value can be adjusted through the user interface or by using REST API.
Supported software
Reporting of the metric is supported for all discoverable versions of Oracle Database (Enterprise Edition).
Requirements
In case of VMware, if a virtual machine is a cluster, metric utilization is counted on the basis of the number of cores in a cluster, not the physical server. To obtain correct count of cluster cores, go to storeHwDataForAllVMManagerNodes parameter to true. Otherwise, only hosts on which the BigFix client is installed are included in the cluster core count.
and set the value of theLimitations
Only active sockets are taken into account during the calculations.
Examples
- Example 1: Software is installed on multiple servers that require various core factors
- Oracle Database Enterprise Edition is installed on the following six servers:
- One server with two cores that require applying the 0.75 core factor
- Four servers with one core each that requires applying the 0.75 core factor
- One server with one core that requires applying the 0.5 factor
Table 1. Utilization of the Oracle Processor Core metric on multiple servers that require various core factors Summary for complex table
Cores that require the 0.75 factor Cores that require the 0.5 factor Actual number of cores (1 × 2 cores + 4 × 1 core) = 6 1 × 1 core = 1 Number of cores after applying the core factor (1 × 2 cores + 4 × 1 core) × 0.75 = 4,5 1 × 1 core x 0.5 = 0.5 Number of cores after rounding up 5 1 Total 6