Geez, Stuart, when you get fired up, nothin' stops ya!
You bet!!!! Nobody ever accused me of being wishy-washy in my opinions, or doing things half-heartedly!!!!
:)
But seriously, I'm hoping to give you enough food for thought that you'll either drop the idea of floating your floor, or hire a qualified professional studio designer to do it for you. From what I've read, there are a huge number of things that we untrained DIY folks can do to build our studios, but floating a floor successfully isn't one of them.
... is a civil engineer with experience on anti-earthquake solutions, and when someone designs and builds structures to contain such a low frequency bourne noise as an earthquake, you pay attentiion to him! The principles envolved should be similar, only on a different scale.
I'm not so sure about that. I don't think you can stop an earthquake with a good MSM wall, or a floated floor....
:)
But seriously, although earthquakes and sound waves have a lot in common, I'm not sure that all of the same principles apply. Maybe they do: I really don't know. I do know that your issue is going to be mainly impact noise from the machinery, I think, not the building falling down due to the earth shaking! But I'm way out of my league on that, so maybe one of the experts can comment. Personally, I think I'd hire an experienced acoustician to do those calculations. But that's probably just my "fired-up-and-nothing-stops-him" belt-and-braces character kicking in!
Come on Stuart, I know and you know that we can't get such a low frequency without an isolated or floated concrete slab...
My point exactly! BINGO!
Yup, that is the issue here. In order to get down to the frequency you need, it requires lots of mass and some unusual construction techniques.
Rod mentions shooting for a floor resonance of 10 Hz or lower. His books shows you how to do that, in principle, and it needs lots of mass in a floated concrete slab. If you don't do that, then you can't get the frequency low enough. The equations don't lie!
From what I understand of those equations, your break-even point occurs at the square root of twice your resonant frequency. That's the point where your floor just passes the sound through directly as though it was not even there (neither amplifying nor attenuating it). A sound at that frequency passes right through as though your floor was just air, basically. As if you had no floor at all. That point occurs at rough 1.414 times your resonant frequency. BELOW that point, the floor actually AMPLIFIES the sound. And only ABOVE that point do you start to get a little attenuation.
You start getting some isolation at one octave above your resonant frequency, and decent isolation at two octaves above. So, if you do NOT want that delicious Harley Davidson thumping-rumble in your room, then you DO need a resonant frequency that is at least half of the lowest frequency noise that you will have close by. I'd suggest that you need to do some real measurements of the noise spectrum in that parking area, to see what kind of frequencies are going to be an issue, and design your floor to have a resonant frequency of less than half of the lowest noise problem. Anything else is just a waste of money.
It would be really sad to invest all that money in a 20Hz floor, then find out that the floor "disappears" every time a car comes past, and the noise gets through, as though the car were right there, inside your studio. Or even worse, that your floor actually
amplifies the sounds of some engines, which it will do if you cannot drive the resonance down low enough.
You mentioned mass law in some of your posts a while back, but the transmission loss of your floor design is not governed by mass law at those low frequencies. It is governed by stiffness. However, your design is for a timber-frame and plywood floor, resting on neoprene pucks. That isn't very stiff! So you can't even rely on doubling the mass to get greater isolation: it wont work very well, since you are on the part of the curve where mass law doesn't apply. You have to increase the stiffness to improve isolation down that low. I'm not sure how you can make wood stiffer...
Look at the curves on the graphs for transmission loss around the resonant frequency of an MSM structure. The slope on those curves is scary. And the graphs don't lie.
My $ 0.02.
:blah:
- Stuart -