It is time for more education, despite having gone over this ground before.
First sensitivity is measured on axis at 1 meter with a 1 KHz tone. That is how it is usually done, but some with an averaged sweep tone which is better.
The problem with the usual sensitivity test in isolation is that it tells you very little. It is actually close to useless.
The reason is that it can not be considered in isolation from the impedance curve. Also the speakers dispersion characteristics have a strong bearing on its significance.
Sensitivity tells you nothing about efficiency and surprisingly little about how much power will be required to drive a speaker to a given spl. in a room. Now that surprised you didn't it!
Nowow a bit of history. Tubes once ruled. They are not constant voltage devices driving a variable impedance load. That is why you need a speaker that does not have a speaker with a mountainous impedance curve if you own a tube amp. It will deliver an FR that wants to follow the impedance curve.
Solid state amps however are constant voltage devices, so that is why sensitivity came to be specified as 2.83 volts at 1 meter. That is 1 watt into 8 ohms which was prevalent in tube amp days. So in essence a solid state amp within limits of the current output of the output stage will maintain voltage with frequency into a load that has varying impedance with frequency.
So here is why a sensitivity spec. is pretty much useless without knowing the impedance curve of the speaker as well.
Lets just take a pretty typical speaker impedance curve I picked at random.
So a solid state amp will deliver I watt to that speaker at 21 Hz, 40 Hz, 60 Hz, 500 Hz and 15 KHz only. Now we do the sensitivity test at i KHz where the impedance is 12 ohms. So it will deliver 0.667 watts at I KHz. Now lets take a look at 180 Hz where the impedance is 5 ohms the amp delivers 1.6 watts. So the speaker is receiving 2.4 times the power at 180 Hz than at 1 KHz.
Now I have to make an educated guess, as I don't know the DC resistance of the drivers involved. However if I estimate it a 6 ohms I will be very close.
Now the heating effect of the power driven to the speaker is the square of the current times the DC resistance. The current delivered at 1 KHz is 0.057 amps, and at 180 Hz 0.32 amps. When you do the calculation the heating in the VC is 0.02 watts at 1 KHz and 0.61 watts at 180 Hz, which is 30 times greater!
So now it is easy to see that a speaker showing high sensitivity measured at 1 KHz may well draw massive power and incur dangerous VC heating if the impedance is much lower from 80 to 400 Hz say. That would not be at all unusual.
So the sensitivity measurement of the speakers tells you next to nothing about the power requirements as an isolated specification.
So it gets even more nebulous when you add in dispersion. If speaker A has a narrow dispersion window and the same sensitivity as speaker B that has wide dispersion, then speaker B will in fact take less power to give room filling sound. In general horns have a narrower dispersion pattern and therefore show up as more sensitive, but actually are likely not as efficient as sensitivity alone would suggest.
So the bottom line is that a sensitivity spec in isolation tells you next to nothing about the power required to drive the speaker. You need much more data.
Lets try and remember this as we have been over it before and people seem to have a short memory for it. It is not helped by the fact there is no impedance curve for the vast majority of speakers unless you measure it yourself. Really everyone here should be able to measure the impedance curve and phase angles of their speakers and invest in the equipment to do so.
Lastly people need to use common sense. As stated before high powered drivers are expensive propositions, with specially shaped wire, edge sound and complex VC gap designs. These drivers will not be in speakers in the $200.00 per pair range and a long way above that. So watch your volume settings, especially with lower priced speakers. And please remember that the heating effect in the VC, which is what causes failure is the current delivered squared time the DC resistance of the voice coil.