Let's suppose you are running amp at a continuous value of RMS.In theory, cabs should be able to withstand bursts of power double that of their RMS rating.
The flip side is that amps are usually capable of also putting out approximately double their RMS rated output in bursts. Those smarter than me can weigh in, but I believe that whether we're talking amps or cabs, the formal calculation for burst or "max" power is double RMS (or is it RMS is half of burst...)
I'm not going to go into the difference between thermal and mechanical limitations here, but suffice to say that from an RMS standpoint, as long as the values aren't manipulated or misrepresented they're at least somewhat useful as far as thermal ratings being aligned is concerned.
Unless I'm mistaken, it's not like an amp starts clipping and all of a sudden immediately produces double the watts. Amps are given their RMS rating at a certain, usually still "clean" level of distortion (THD). Go above that, and you get more power with more distortion - audibly more as you get higher and higher.
Depending on how you run your amp, you might only get those bursts on transients, and so they're pretty fleeting, which is why they might not be very noticeable, but they can still tax a speaker.
Then let's say you periodically insert a burst at twice the RMS level.
Over the period of time, the peak value becomes part of, added to the RMS value, thus adding to the RMS value applied to the speaker. Does that make some kind of sense?
To maintain the RMS value while periodically adding peaks, shouldn't you also have valleys equal to the peaks.
So are some folks hitting their speakers harder than they think?
Are they fooled by where the knobs point?
Do they mistakenly think that turned half way up is half power?
Or is this all OK, because they are generally not maintaining a constant RMS value as in my example, but the RMS is actually comprised of the aggregate of all the instantaneous peaks and valleys?
Last edited:
