Try here for erlang calculator http://www.erlang.com/
 There are 2 type B and C  . B assumes blocked calls don't call back and 
C assumes they stay in
queue.
                            Chuck Dunkirk

The Long and Winding Road wrote:

>Richard, the software used for your telephone booth problem is called an
>Ehrlang calculator. it seems that you could use an Ehrlang calculator to do
>this as well. There are a number of web sites that have Ehrlang calcs. A
>google search should reveal a bunch of them.
>
>A long time ago, in statistics class, we used to do something called "monte
>carlo simulations" to figure out stuff like this also. I don't remember much
>about the mechanics.  Got a statistics professor on you campus?
>
>Chuck
>
>--
>TANSTAAFL
>"there ain't no such thing as a free lunch"
>
>
>
>
>""Larkin, Richard""  wrote in message
>[EMAIL PROTECTED]">news:[EMAIL PROTECTED]...
>
>>I recall in Uni that we used te Poisson distribution and some mathematical
>>formulae to say that if we have x people arrive per hour at a phone booth,
>>and the average phone call is y minutes, we would need z phone booths to
>>ensure that 95% of the time, people don't have to wait (or only have to
>>
>wait
>
>>xx minutes).
>>
>>Transposing this to application budgeting, I have an application at a
>>
>remote
>
>>site which has a max of 5 concurrent users and the worst transaction they
>>
>do
>
>>will hog the 64kbps line for 30 seconds (if it is the only transaction).
>>
>>My question is without revising my lecture notes, what software would help
>>me determine what bandwidth to allocate this application so that 95% (or
>>whatever) of the time the transaction can be completed in yy seconds?
>>
>>Is there any good software out there which would help me with this?
>>
>>Cheers
>>Rik




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