(1-2-3-4-5)+
(1-2-3-4-5)+
(1-2-3-4-5)+
(1-2-3-4-5-6) and then repeat. If you listen to the song that I linked to and count like this, I'm sure that you will find it very easy.
If you're asking yourself how all those numbers turn into 21/8 time, don't worry. That too is simple. (1-2-3-4-5) which equals 5 counts, occurs three times in the measure. 5x3=15. With me so far? I would hope so! This is just simple math, and I hate math. In fact, I am probably the worst at math in California! Anyway... so if you take those 15 beats, and add one last section of (1-2-3-4-5-6) then you get 21. 5+5+5+6=21.
Polymeter and polyrhythm also sound more complicated than they really are. I'm going to use one of my own little recipes that I cooked up as an example. Clouds Over Kaiwiedal is a song that performed and composed for an Electronic music and MIDI class that I took a few semesters ago. When (and if) you listen to it, you'll notice that it has an odd meter. I will explain this so it makes a bit more sense to listen to. Since the song was written in polymeter, it does have two time signatures. Here... we... go! I wanted to do an oddmeter song, but I also wanted it to be listenable for the rest of the students in my class. I decided to make to make the time signature 5/8 but make it sound like 4/4 using polymeter. Here is how I did it:
(1 and 2 and 3 and 4 and 5 and)
This is how one would count a 5/8 meter. Simple concept, but foreign to a great deal of the western world. Let's take that counting technique and turn it into a series of symbols.
1+2+3+4+5+
Perfect! Ok, so to make it sound like 4/4, otherwise known as common time, I came up with a really simple technique involving the drums.
Hi Hat : [1+2+3+4+5+][1+2+3+4+5+]
Drums : [1------2-----][1------2-----]
*Think of the 1 as the bass or kick drum, and and 2 as the snare.
Notice that the snare is actually hit at the same time as a +. By taking 5/8 and counting it double (10/16) I can now cut it evenly in half. By using the drums to cut the beat evenly in half, I am rewarded with polymeter! Yay! The same can be done with 7/8!
[1+2+3+4+5+6+7+][1+2+3+4+5+6+7+]
[1--------2--------][1---------2--------]
This technique can be applied to several odd meters and is an easy way to create a polymeter song. Have fun writing some wacky tunes!
No comments:
Post a Comment