I wrote out a whole thing that was wrong but I found this guys math that seems correct to me.
Credit to
Len Zenith Jr
of ProsoundWeb
"Newtons 3rd law states that for every action there is an equal and opposite reaction;
force=mass x acceleration or f=ma
so using newtons 3rd law;
mass(cabinet) x acceleration (cabinet) = mass(cones) x acceleration (cones)
Assuming the mass of the cones of a double 18" cabinet is ~210 grams each so mass(cones) = 420 grams for the both of them or mass(cones) = 0.42 kg
and acceleration = 2 x distance / time squared
lets find acceleration of the cones at 60 hz:
time @ 60 hz = 1/60 = 0.0167 seconds
distance of cone travel (x-max) lets assume full bore is 18mm = 0.018 meters
acceleration (cones) = 2 x 0.018 m / (0.0167 s)squared
acceleration(cones) = 129 m/s2
assume the mass(cabinet) = 112 kg
back to newtons 3rd law:
mass(cabinet) x acceleration (cabinet) = mass(cones) x acceleration (cones)
112 kg x acceleration (cabinet) = 0.42 kg x 129 m/s2
gives us acceleration (cabinet) = 0.484 m/s2
now distance the cabinet moves d = 1/2at2
d= 1/2 x 0.484 m/s2 x 0.0167 s x 0.0167 s
d= 0.0000674 m
d = 0.067 mm
So there you have it, hanging in free space with a 60 hz tone playing at full balls to the wall 18mm x-max the cabinets are vibrating back and forth 0.067 mm or
less than 3 thousands of an inch.
If you think about it, a driver sitting on the workbench playing at x-max doesn't even move the driver, nevermind the whole subwoofer cabinet. "
I cant see the force of the drivers playing any roll in the force transmitted to the floor. Also by this math spikes and anything "coupling the speaker to the floor" is unnecessary because even teflon coated surfaces will have enough static friction to hold the cabs in space.
The real question would be cabinet vibrations I suppose but I would surmise spending more money damping your speaker would be a better use of time.