AlmaataKZ:hammill:
frequency = velocity/wave length so 300/4.8= 62.5 hz lowest possible note in your room.
Can you expand on this a little? Is there really such a hard conenction of ability to reproduce lowest note and room size? Does it mean a note cannnot be reproduced if the whole one wavelength cannot fit inside the room? I have to do some reading on that... do you have a reference to any reading expanding this?
Waves are propagating oscillations, they are not static. It is not that you literally have to fit a string shaped as one complete sine wave in the room. Or is it?
For me a sub is essential, unelss you have a truly full-range speaker (and these normally are very expensive, so a sub is a cost efficient way of completing the range).
The note would certainly be produced, and assuming your ears are working properly you would be able to hear it (as the waveform travels 'through' you). A sub provides an element of the sound that speakers cannot so it's understandable that many see the sub as a crucial part of the system.
*disclaimer* Acoustic management is very complex, and I certainly am not claiming to
know a great deal about it. But I have a grasp on the fundamental
physics behind wave propagation...
Quite simply, lower frequencies will reverberate more than the higher frequencies. The highs are more readily absorbed into the surroundings (furniture, walls, humans) causing the lows to be more prominent and quite probably mashed up in small spaces. You would easily notice this effect if listening in a very small room. Increasing the size of the room increases the area of "free space", decreasing the ratio of 'absorbent objects' to 'acoustic space' -- effectively giving the higher frequencies more room to blossom in.
Capich‚?