How Many Years Of Math Is Required For A Musician Make Your Own Music – But Not With a Shoe Box and Rubber Bands

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Make Your Own Music – But Not With a Shoe Box and Rubber Bands

Want to make your own music? Have you ever wondered how to make musical instruments? It’s really not that hard when you know how, but all too often when we try to look for these things online, we come across a desert of websites that show how to make them for little kids.

I’m not sure about you, but I’d get pretty sick of trying to figure out how to make, say, a bamboo sax and end up finding sites about how to make a kazoo out of a toilet paper roll. Sorry, but that won’t cut it for me.

Or when you’re looking for a place to make a guitar and you find thousands of rubber bands wrapped around a shoebox, I mean, can you imagine playing one of those things at a night club gig? How about paper cup rattles and oatmeal box drums? The time has come to change all that…

See, to make your own music, you just need to know a few things to make quality instruments, and I don’t just mean the kids. Making musical instruments—that is, proper ones that you can actually make by hand and with pride—requires a little math. One of the most important maths you can apply to almost any kind of instrument is figuring out how long in inches or centimeters the wavelength of a particular note is. Using this data, you can set out to create your own musical instruments perfectly.

It is a very simple formula; first you need to know the linear distance sound travels, at sea level, at about 70 degrees F (or about 21 degrees C), in one second…which is 13526.5 inches (or 34357.31 centimeters) – now take that number and divide it by the number of Hertz at a given frequency, and there you have it. For example, the frequency of the note “A” is 440 Hz… so using the formula above, we can know that the actual length of the wavelength of “A” is 30.742 inches, or 30 and 3/34 inch inch. length (or, 70.08 centimeters). Using this data, you can start making musical instruments with precision.

This particular formula above can be useful in, for example, flute making. This resulting length, when divided by two, will give us the body length of an open-headed flute with “A” as the root note (the lowest note played with all holes closed) in this particular case, making this example the flute is about 15 3/8 inches long.

There are also other factors involved that can change this slightly, such as hole width to length ratios, etc. and also finding the location of the fingering holes. The formula above and others can also be used for other types of instruments to make your own music, even including some tubular percussion sets, basically anything that uses a closed column of air to play notes with.

Learn this and other online rules and formulas for making real instruments, and then you’ll be able to make musical instruments worthy of playing with pride at a jam session. Look online for math formulas like this.

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