Chapter 8. Capacity upgrades 211
Draft Document for Review April 7, 2004 6:15 pm 6947ch08.fm

Partition LP1 has two reserved CPs defined and, if the operating system running on it has the

capability of configuring processors online, this partition can be nondisruptively upgraded to

nine CPs, as shown in this example.

Partition LP2 has no reserved CPs, so it cannot be nondisruptively upgraded. If any upgrade

for this partition is required, it will require deactivation to configure more CPs.

Dedicated and shared logical partitions upgrade

Figure 8-12 shows a 2084-B16, software model 309 server. This two-book server

configuration has nine CPs and seven spare PUs.

Figure 8-12 Dedicated and shared logical partitions upgrade example

This 2084-B16, software model 309 (with no ICFs or IFLs) can be concurrently upgraded to

the software model 316 via LIC-CC, with no model upgrade.

There are three activated logical partitions: LP1 has three dedicated (DED) logical CPs and

two reserved CPs defined, LP2 has six shared (SHR) logical CPs and two reserved CPs

defined, and LP3 also has six shared (SHR) logical CPs and two reserved CPS defined.

This example shows an upgrade to the 2084-B16, software model 311, by adding

concurrently two more CPs to the physical configuration. Two available spare PUs are used

by LIC-CC for this upgrade. The physical upgrade ends here.

CP0 CP1 CP2 CP3 Spare SpareSpare Spare
CP4 CP5 CP6 SpareSpare Spare

Book 0 Book 1

Logical
CP0
DED
Logical
CP1
DED
Logical
CP2
DED
CP7 CP8

LP1

LP2

2084-B16

Model 309

Res
CP
Res
CP

LP3

CP0 CP1 CP2 CP3 Spare SpareSpare Spare
CP4 CP5 CP6 Spare

Book 0 Book 1

Logical
CP0
DED
Logical
CP1
DED
Logical
CP2
DED
CP7 CP8

LP1

LP2

2084-B16

Model 311

Res
CP

LP3

CP9 CP10
Logical
CP3
DED
Logical
CP0
SHR
Logical
CP1
SHR
Logical
CP2
SHR
Res
CP
Res
CP
Logical
CP3
SHR
Logical
CP0
SHR
Logical
CP1
SHR
Logical
CP2
SHR
Res
CP
Res
CP
Logical
CP3
SHR
Logical
CP4
SHR
Logical
CP5
SHR
Logical
CP4
SHR
Logical
CP5
SHR
Logical
CP0
SHR
Logical
CP1
SHR
Logical
CP2
SHR
Res
CP
Logical
CP3
SHR
Logical
CP0
SHR
Logical
CP1
SHR
Logical
CP2
SHR
Res
CP
Res
CP
Logical
CP3
SHR
Logical
CP4
SHR
Logical
CP5
SHR
Logical
CP4
SHR
Logical
CP5
SHR
Logical
CP6
SHR