This is an interesting question, and I would be interested in an answer
myself.  I know that if you had several LPARs with the sum off the
weights being 1000, but you didn't have any capping then L1 with a
weight of 80 would get (80/1000)*100 or 8% of the total machine, and L2
would get 2% if the CPU hits 100% utilization.  However, I'm not sure
what happens with you have group capping.  We don't have that here yet
because we're still on z/OS 1.7 so we have each LPAR capped separately.
I would guess the L1 would get 80% of 50 MSUs and L2 would get 20% of 50
MSUs.  Therefore, they'd get 40 and 10 MSUs respectively, or whatever
that translates to in MIPS for your processor.

Tom Kelman
Enterprise Capacity Planner
Commerce Bank of Kansas City
(816) 760-7632

> -----Original Message-----
> From: IBM Mainframe Discussion List [mailto:ibm-m...@bama.ua.edu] On
> Behalf Of Werner Kuehnel
> Sent: Thursday, February 26, 2009 2:07 AM
> To: IBM-MAIN@bama.ua.edu
> Subject: Group Limit and Weights
> 
> We have some problems to understand the relation between group limit
and
> weights.
> Let's say we have a CEC with 1000 MSUs, and 2 LPARs defined in an lpar
> group with "defined MSU" = 0 and a group limit of 50 MSUs.
> The weights however are 80 (L1) and 20(L2) (sum of all weights is
1000)
> and so twice the size than the group limit.
> Now when the sum of both 4h avgs exceeds 50 capping is turned on on
both
> lpars.
> Is the proportion of capacity each lpar gets under capping determined
by
> the ratio of the weights, so that L1 gets four times as much as L2?
> What is the max capacity under capping each lpar gets? Is it
determined by
> the group limit or the weights?
> I know that weights come into play when the CEC runs 100% busy, then
they
> guarantee the min capacity for each lpar. But what role do they play
under
> capping in an lpar group?
> If someone has some more insight in this area I'd appreciate any help.
> 
> Werner Kuehnel
> 
> ----------------------------------------------------------------------
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