> since low frequency is the hardest to stop and arguably the most obnoxious to others
You want to know what's obnoxious? An STC of 100!! Now THAT's obNOXious! Are you serious?!! Holy moly.
Okay, sir, patience. Please humor me a little more. By nature, I tend to be a skeptic until I see the point driven into obliteration....
I see your point about the floor being the same as a wall. It's just a boundary, an ideally massive one, at that. If this boundary is truly suspended above the outer floor boundary, it still must be held up by some 'thing', as we all know. This thing, being added, is a non-rigid material, often in the form of rubber. The argument seems to be that if the vibrating object (drum) is placed directly on this floor, it should be decoupled from the outer boundary by the amount of 'cushion' provided by this pliant material, the vibration being only a product of the vibrational values of ths rubber when it has X amount of weight compressing it.
Correct me if I misrepresent you: You said that placing another boundary on more pliant material over the first floor will merely add to the compression of the original pliant material (yes, I buy this), and therefore, whatever is 'soaked up' by the upper platform, is now lost in the lower platform. In other words, the extra weight of the upper layer compresses more onto the layer below. I'm struggling with this reasoning because:
1) It seems to assume that the upper platform cannot be made light enough so as to not add to the compression between floors. What if, in a sense, the drums were (let's make this proposterous) floating on balloons? Assuming the drums were very light compared to the floor, how much compression would balloons add to the floor? Pretty much nothing. So in comparison to a 2.5" slab of concrete, how much compression is added by a lightweight platform?
2) It seems to assume that the upper platform cannot be made resilient enough so as to not add to the compression wave. If the platform were raised above ground and (let me renig on making it stiff) were resilient enough that low wavelengths merely bent the platform like a panel resonator. I can see that the amount of compression wave striking the outer floor may remain relatively unchanged merely because the upper platform may support the wave if it were stiff, actually adding to the noise below. But what if it gives as though it weren't there?
It all comes back to the "What if we can just float the drums?" theory.
I apologize to the originator of this thread

. Forgive me for using this as a point of self education (and much interesting argument), especially if you are bored to tears!
I'm not challenging you, Steve, nor Mr. Desart's mathematics. I'm genuinely trying to understand the physics. I just can't quite buy it yet.