Hi thevortex,
NOTHING WILL HAPPEN just play the music at the SPL u are comfortable with. U will 'hear' trouble approaching before anything happens to your speakers whether u keep that soft clipping engaged or off.
Rgds
Thanks dinyaar!
Hi thevortex,
NOTHING WILL HAPPEN just play the music at the SPL u are comfortable with. U will 'hear' trouble approaching before anything happens to your speakers whether u keep that soft clipping engaged or off.
Rgds
Thanks Flanker. The thing is I am getting a NAD C372 soon and these are going to be paired with EPOS M12.2's. The NAD is pretty powerful at 150W where the EPOS's are not rated for that power. Their maximum power handling is 120W. For that reason I thought that soft clipping might be useful in my setup. Any thoughts?
I am not a person who pushes the system very loud normally. So, I think it ought to be OK. But still would like to double check to make sure that the speakers are not damaged due to being paired with a powerful amp.
Linearity = absence of distortion.
There are essentially two types of distortion in a speaker system. One is in the frequency domain, the other in the time domain. It is arguable which one is more offensive, as the ear is less sensitive to frequency variations than time (localisation of sound source, for example, is a function of timing discrimination).
Anyway the fact is that high linearity (at least in the frequency domain) requires higher self-damping,
for electrical/electronics and audio engineering we have adopted 'distortion' as a generic term that indicates how much a component deviates from its intended function, which is supposed to be linear.
In a speaker, there can either be a delay between the application of the input and the acoustic output due to mechanical reasons (this is time domain distortion), or there may be irregularities between the applied electrical signal and the acoustic output. This is frequency domain distortion.
Does that simplify the explanation?
However, I still don't understand the 'time distortion' definition. If there is a delay between input and output which is constant, we still get an LTI system (because of the time-invariance property). Are you talking about non-constant delays between input signal and cone movement?