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K, I know there's the whole trail and error method(which sucks). I also know there is a formula for tempo dependant delays. I've used it once before, but someone else just rambled me the formula, I punched it in and didn't really have all that much time to take note of it. I was just wondering if anyone here would happen to know it, cuz I got a spot in a piece that is just begging for that effect, but I'm just tiered of the trail and error method.

Thank you muchly everone,

Catcha later
Rob

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anonymous Sun, 08/03/2003 - 23:39

Hey Trenchcoat Angel,
Forgive me if I am giving you the wrong info, but I am guessing at what you specifically mean by tempo dependent delay...
A formula for figuring out delay times based on tempo and subdivisions:
60 divided by tempo equals value of quarter note in milliseconds, then divide milliseconds for value of desired subdivision.

So if you were trying to figure out the setting for an eighth note delay on a song that had a BPM of 120 (assuming BPM is quarter notes per minute):

60/120/2= milliseconds of delay per eighth note

60 is the number of seconds per minute.

120 is the number of quarter notes per minute.

2 is the number of eighth notes per quarter notes.

Good to see you here, Trenchcoat Angel, hope my edited post is more helpful (thanks to Falkon2 and RecorderMan). David

falkon2 Mon, 08/04/2003 - 01:40

Actually, that formula looks wrong... BPM are usually measured in quarter notes, not bars - so a quarter note delay on 120BPM would be 0.5 seconds, rather than the 0.125 seconds suggested by the formula (overlooking the milliseconds part ;) )
The correct formula has an extra multiplication by 4, and is in seconds, thus:
(60 X 4) / (BPM X subdivisions) in seconds.

What I like to do if I'm feeling lazy is to get a stopwatch, time ten consecutive bars, then divide by 10, and further divide by subdivisions.

RecorderMan Mon, 08/04/2003 - 07:33

simplest version of above:
60(sec)/BPM= 1/4 note(in milliseconds)

So if the tempo is 120 bpm;
60/120=500 milliseconds
Therefore the quaternote delay for a tempo of 120 bpm is 500ms. an 1/8 note would be 250ms, a 1/16 @ 125ms. A dotted 1/8 @ 375, a 1/4 note triplet would be 166.6 ms, etc.

I've all but forgot this stuff...what with pro tools.

anonymous Tue, 08/05/2003 - 23:44

I hear ya there with the pro-tools comment man. Me being fairly new to this in all yet, I wanna learn it all, because the way I figure, I know my system, I know the pro-tools stuff(and most DAW's) I got(as well as most everyone else. I'd just rather know the process behind it, that way when it comes to finding a job I can relate my knowlage to live stuff.

Or for instance, me living in Minneapolis, most the bigger studio's are still runing analog or ADAT. Non of which I'm fond to compared to the veritility of Daw's, but none the less, still should probably get to know.

Ron.G Wed, 08/06/2003 - 05:25

there is a great little(free) program called the delay calculator that does this for you.
just type in the tempo of your tune and it shows you all the different times for whole note/eight note/sixteenth and so on.
I keep it on my task bar so I can pull it up when ever I need it.
Very cool tool.

You can get it at anologx.com

hope this helps.

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