Originally posted by: aigomorla
Originally posted by: Navid
CFM/dBa is a meaningless ratio.
This i do know enough, and i have to side with Kat. The amount of air it pushes at that sound is important in comparison across same voltage on different fans. So yes its very important.
Navid are you thinking about static pressure? Because on heat sinks static pressure plays a bigger role on fan selection.
You asked!
No, I am talking about a ratio that has no value!
If you are interested to buy a car and the most important parameter for you is how much you have to pay for gas, you obviously want a car that can go the longest distance with the least amount of gas.
You ask about the Miles/Gallon ratio then.
Say car A goes 100 Miles with 2 Gallons of gas and car B goes 200 Miles with 5 Gallons.
Then, A has a ratio of 50 Miles/Gallon. While B has a ratio of 40 Miles/Gallon. So, for the same amount of gas, the first car can travel 25% farther.
Now, it is easy to compare the two cars for the gas consumption.
Let's say one car can go 50 Miles with one Gallon. Let's say another car can go 100 Miles with 2 Gallons. But, if a car can go 100 Miles with 2 Gallons, it can also go 50 Miles with one Gallon. So, I calculate the ratio, which normalizes to 1 Gallon. That's what a ratio is all about (to normalize). So, the two cars will be the same as far as the gas consumption goes. And that is shown by their ratios being equal.
So, the ratio is very useful.
You want a fan that moves the most amount of air with the least amount of noise.
So, you can find the ratio of air moved to the noise and use that ratio for the purpose of comparison.
But, you can do that only if you measure both air movement and noise with linear units.
Remember we said that if a car goes 50 Miles with 1 Gallon, then it can go 100 Miles with 2 Gallons? This is because Mile is a linear unit and Gallon is a linear unit too.
You cannot say that about CFM/dBA. dBA is not linear.
Why is dBA not linear?
Because if you double the dBA figure, you are not doubling the amount of noise. If the noise is represented with 30dBA, doubling that figure will give you 60dBA, which will be much much MUCH louder than just twice as loud.
If you double 5 Gallons, you will have 10 Gallons. There is twice as much gas in 10 Gallons as there is in 5 Gallons. So, Gallon is a linear unit.
Because of this, we cannot do everything I said we could do with Miles/Gallon with CFM/dBA. So, that is why I say the latter is a useless ratio.
It could actually be very misleading.
Let's say you have a choice to buy fans that move 60CFM and sound 30dBA. Ratio = 2.
Alternatively, you can buy fans that move 80CFM and sound 36dBA. Ratio = 2.22. These are just meant to be examples.
If you go by the ratio, you will choose the second fan because it has a higher ratio of 2.22. So, you think that it moves more air for the same amount of noise.
But, that is not true. If you buy two of the fans from the first type and put them in parallel, the two fans in parallel will move 120CFM. But, their noise will only be 33dBA.
Wouldn't you prefer to have 120CFM for only 33dBA as opposed to only 80CFM for 36dBA?
Grasping the Logarithm concept is difficult for many. The CFM/dBA ratio showing up in posts and publications as a mean to select which fan to buy is an evidence.