Your failing to take into consideration transport overhead.  You don't get 
1.544 megabits actual throughput from a T-1.  Your also failing to take into 
consideration protocol over head.  A 10k message takes perhaps 14 or 15 k to 
send.

Dan

On Thursday 28 August 2003 12:31 pm, you wrote:
> I am trying to figure out capacity for List Deliveries on a T-1 line.  I
> have questions about data formulas, and capacity of IMail as a List Server:
>
>
> 1). Data transfer formula
> A T-1 line is 1.54 megabits per second. Right?
>
> And a Gigabyte is equal to 8,589,934,592 bits. Right?
>
> If this is true, a Gigabyte of data should pass through a T-1 connection in
> approximately 5,578 seconds (or 93 minutes).  I imagine there is some
> "slop" either way.  But is this close?
>
>
> 2). Data needed formula
> Assume there are 300 subscribers on a list.
>
> If one user sends one 10K message to the list, that would consume 3MB,
> right (10,000 x 300)?
>
> So 50 messages sent every day, for 30 days, would be the rough equivalent
> of 4.5GB of data in a month's time.  Is this correct?
>
> And that works out to approximately 7.5 hours of T-1 line use, right? 
> Which means approximately 90 lists like this would saturate a T-1 line in a
> month.  Right?
>
>
> 3). I believe there was a thread, some time back, about using IMail as a
> List Server.  Someone commented that Listserv should be used for heavy-duty
> listing. I checked with LSoft and their product would be about $18,000 the
> first year (and around $6,000 in subsequent years).  I have a bunch of
> smaller lists (300 members or so) for non-profits and $18,000, even divided
> among 10 groups, is cost prohibitive.
>
> But, if IMail can't handle it, then I guess we will just continue to do
> without.
>
>
> 4). Bcc and ISP grouping
> I have read that it is faster to setup a group at a domain and deliver them
> all at once to that group? Is this true or not?
>
> I guess I don't understand how groups work.  It seems like it would have to
> deliver the same amount of messages, to the same amount of people,
> regardless of whether or not it is 10 individuals or 10 individuals in a
> group.
>
>
> Is there a resource (especially an online resource) that explains this so I
> may understand it better?
>
> Thanks in advance.
>
>
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