RE: Software for Statistical Profiling [7:58277]

2002-12-01 Thread Larkin, Richard
Thanks for the info - I was looking at using the ErlangC model due to the
nature of computer networks. Currently, my modelling is based on assuming an
application takes 2 seconds to complete a task if it had 32kbps of bandwidth
reserved for it, I can use the Erlang model to calculate whether 95% of
transactions can be completed within say 2.3 seconds (with the 0.3 seconds
being queue delay) - but by changing the bandwidth I change my underlying
assumption of 2 seconds. Ie, if I allocate 64kbps, then the application may
only takes 1.2 seconds and my model changes accordingly.

The traditional Erlang model applies well on a packet-by-packet basis (just
like queues of people in the bank, etc), but I'm not sure of its
applicability to a series of packets on a whole which make up a transaction.

Regards

Richard


-Original Message-
From: charles dunkirk [mailto:[EMAIL PROTECTED]] 
Sent: Saturday, 30 November 2002 12:38 AM
To: [EMAIL PROTECTED]
Subject: Re: Software for Statistical Profiling [7:58277]


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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Re: Software for Statistical Profiling [7:58277]

2002-11-29 Thread charles dunkirk
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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Re: Software for Statistical Profiling [7:58277]

2002-11-29 Thread The Long and Winding Road
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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Software for Statistical Profiling [7:58277]

2002-11-29 Thread Larkin, Richard
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




Message Posted at:
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