Quote:
Originally Posted by
psgcdn 
Reference level means that the low sensitivity speaker won't be well beneath it operating limits. You'd need 670Watts to get 105 dB from a 88 sensitivity speaker 12 feet away.
A 105 dB sensitivity speaker will require 13 watts to get 105 dB 12 feet away, 50 times less. It will be well beneath it operating limits. Unless you can give me an example of a HE 20Watt speaker from the list?

Quote:
Originally Posted by
Eyleron 
I think JerryLove will take issue with saying "a higher sensitivity speaker will have less distortion than a low sensitivity speaker."
For instance, if both speakers are well well beneath their operating limits, why will the lower sensitivity speaker distort more?
Quote:
Originally Posted by
psgcdn 
Exactly. 105 dB vs 88 dB sensitivity makes a pretty generalized comparison; there's no point in comparing 94 dB vs 96 dB.
Quote:
Originally Posted by
Eyleron 
Granted that example theoretical case of 2 speakers with 10db different sensitivity and 10x power handling is pretty extreme.
Humor me with a 3db difference and 2x power handling, then. A 90db 400w versus a 93db 200w.
Quote:
Originally Posted by
Eyleron 
Right. Regardless of threshold of what, today, we call high or low sensitivity...
Will one see the same amount of distortion between the 2 speakers if they are both driven to the same percentage of their limits?
Quote:
Originally Posted by
MKtheater 
I don't consider either a high sensitivity speaker.
We got here because some of us are trying to see where there are rules of physics, general rules of thumb in speaker design, rules of thumb in analyzing/comparing speakers. I'm trying to learn if there's anything to know/extrapolate between "the manufacturers' marketing" and "Buy $10k+ worth of speakers and build a test rig and measure them and keep what you want."
I was trying to find out if they're anything to the concept of two speakers playing at equivalent percentages of their operating limits yielding similar amounts of distortion. JerryLove initially used an extreme example of a 10dB difference in sensitivity with the lower sensitivity speaker having 10x the power handling. If this theoretical example is too silly to regard, then I tried to throw out something more realistic. When talking theory, I am more interested in "higher sensitivity" that is more generally applicable.
When we're talking about speaker theory, I don't think the physics care about what we happen to label as "high sensitivity". Heck, with the last page of posts, there's no agreement on whether that's 90dB, 95dB, 100dB, or 105dB! I figured if there's anything to learn, what's applicable to 87 vs 90dB should also be applicable to 90dB and 96dB or 85dB versus 100dB. (like calculating the physics of a car accident is applicable for motorcycles and semi-trucks). But maybe I'm wrong. Maybe the "rules" are different below some threshold?
Anyway, from what MKTheater and Bill are saying, it sounds like one can't used the published power handling numbers to divine where the limits of clean output are. However, it sounds like if we had "RMS watts at 10% THD (over a frequency range)" and "Peak watts 1 second at 10% THD (over a frequency range) we could more accurately compare two speakers.
And my takeaway from Bill's statement about easily finding speakers with wildly varying %THD at different percentages of their power handling advertising: is that there is no relationship between the two? That some drivers will develop higher distortion well before they reach the XLim banging against the poles to destruction, and others remain more linear closer to the advertised spec? And are we talking about peaks or RMS? I believe a few people have said that generally speakers start to compress at about 1/8 power and I believe that was RMS?