
Whilst i can't recreate Adams artistry from my phone, i will try to spell it out...
Port1 : peak throughput at 10am, 100Mbps. Spends the rest of the day at 30Mbps
Port2 : peak at 2pm with 110Mbps. Rest of day at 20Mbps.
The peak values for each individual port do not add up to the peak value of the combined graph (110+20).
So much better in paint...
On 28 February 2017 5:11:43 PM LHDT, Sophanith Chhom sophanith.chhom@gmail.com wrote:
Do you want to share me something? I could not see it
On Tue, Feb 28, 2017 at 12:44 PM, Markus Klock markus@best-practice.se wrote:
wow, I wish I had those paint skills!
2017-02-28 6:04 GMT+01:00 Adam Armstrong adama@memetic.org:
Perhaps this will help :
adam.
On 28/02/2017 05:01:03, Adam Armstrong adama@memetic.org wrote: These numbers are accurate. Stare at the graph until you work out
why.
adam.
On 28/02/2017 04:59:47, Sophanith Chhom sophanith.chhom@gmail.com wrote: Can you pls explain me? Since I tried to sum up total for current
and
average are accurate except total max.
Thanks so much.
On Tue, Feb 28, 2017 at 11:54 AM, Adam Armstrong adama@memetic.org wrote:
The total is accurate, you just don't understand what the numbers
mean.
adam.
On 28/02/2017 04:34:29, Sophanith Chhom sophanith.chhom@gmail.com wrote: I see, this look somehow we can not fix to let Observium fetch data
from
each port to sum up from the same polling interval so that the
total will
be accurate.
Can anyone show me the workaround for this?
Thanks a lot.
On Tue, Feb 28, 2017 at 11:20 AM, Michael obslist@smarsz.com
wrote:
That's because the two peak/max values may not have occurred in
the
same polling interval.
Michael
On 28 February 2017 2:32:13 PM LHDT, Sophanith Chhom < sophanith.chhom@gmail.com> wrote:
Hi All,
I have one question related to aggregate maximum of graph
I have sum up two ports together but it is actually not accurate
Eg: one port: 10.54 Gb and another port: 10.95 Gb
So total of max should be 10.54+10.95 = 21.49 but the real on
graph is
showing 21.34 instead
Can anyone help to explain me about this? Please check on picture bellow
[image: Inline image 1]
Appreciate for your explanation
Thanks
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