When this album is played with an average SPL of 90dB you will need to reach 106dB SPL.
10dB more = twice as loud peaks = 10x more power reserve is needed while listening with the same average SPL.
indeed but what IF you use that car to drive your grandmother but also use it to drag a heavy trailer now and then ?
What if you live far away from a hospital and need to get there really fast ?
if we play the math game:
- 90db with 106db peaks is incredibly loud.
- most headphones require little power (or not as much power as people think) to reach 106db. At 106db, there's going to be more distortion from the headphone than from most amps.
Hence we are not pulling any tractor trailers (although the HE-6 could be considered one) or speeding to the hospital. It's really a matter of a hearing safety issue.
That is if we just do the math thing.
To illustrate Marv's point some math:
Here is the not too scientific approach.
Let's assume one listens to high quality recordings with a DR around 15.
Let's assume the listener is average (consider myself average) in sensitivity to sound.
Using a cheap (not calibrated) SPL meter on slow A-weighted setting.
Used Norah Jones - sunrise (live performance), Patricia Barber-touch of trash , Diana Krall-boulevard of broken dreams
used a -1dB 1kHz sine to find the peak that could (and does) occur.
a capable amp was used and HD650
Played on a soft level.
By that I mean one can listen to that comfortably all evening.
average levels were measured between 60-70dB and peak levels of 72(NJ) and 87(PB) were measured.
Played on a 'normal' level which is loud enough to play for at least an hour but would leave you with an headache if used the whole evening.
Measured average values between 70 and 80dB (depending on content)
Peak values were measured 87dB(NJ) and 98dB(PB)
Played on a loud level which would be used to scrutinise a recording or to hear 'everything'. This was loud but NOT uncomfortable and can easily be handled for 1 or even a few songs.
Measured average values between 80 and 90dB (depending on content)
Peak values were measured 97dB(NJ) and 106dB(PB)
Played on a VERY loud level, a level that can ONLY be sustained VERY shortly and is uncomfortable to say the least.
Measured average values between 90 and 105dB (depending on content)
Peak value was measured 118dB(PB)
Now let's assume we do not want to play that loud and have no need to play louder than say 105dB peak levels.
This is loud but NOT uncomfortable with high DR recordings which is what most audiophiles like to hear at above average levels.
This would be around 90dB average.
this is VERY loud when listening to low DR songs with piercing treble !
The numbers:
used HD650 (300 Ohm)
90dB = 0.16mW 0.225V 0.7mA
105dB = 5mW 1.26V 4mA
If you want to be able to drive all headphones to 105dB (peak) but with NO headroom to spare which means an average level between 80 and 90dB for high DR and 90 to 100dB (VERY loud) for low DR recordings.
most sensitive headphones around: 0.2mW, 0.1V, 2mA
average sensitive headphones: 1.6mW, 0.3V,&n
bsp; 5.5mA
somewhat less sensitive headphones: 29mW, 1.7V, 17mA
difficult to drive ones: 270mW, 4.5V, 60mA
the VERY few insensitive ones: 1.5W, 13.5V, 110mA
some practical examples:
very sens. low imp headphone: (ATH-ES10) = 0.25mW, 0.1V, 2.5mA
very sens. high imp headphone: (GMP 435S) = 0.25mW, 0.25V, 1mA
average sens low impheadphone: (Beyer T70P) = 1.26mW, 0.2V, 6mA
average sens high imp headphone: (Beyer T70) = 1.26mW, 0.6V, 2mA
average less sens headphone: (K550) = 6mW, 0.5V, 13mA
average less sens headphone: (DT770/600) = 8mW, 2V, 4mA
difficult ones:
K172 = 160mW, 3V, 50mA
K240 sextet (600 Ohm) 40mW, 4.9V, 8mA
HE6 = 630mW, 5.2V, 120mA
K1000 1.3W, 13V, 91mA
So if you want to accommodate for the very rare 'truck' you need an amp that can supply
120mA x 13V = 1.5W (driving trucks no headroom to spare)
BUT if we leave out the K1000 but include HE-6: 5.2V x 120mA = 0.63W
For driving most headphones to 105dB peak one ONLY needs
2V x 15mA = 0.03W (C'Moy on 9V should not be a problem)
I am willing to take a little bet MOST pirates here have amps that are MUCH more powerful though
driving ONLY sensitive ones:
0.3V x 3mA = 0.1mW which can be handles with even the smallest portable players/mobile phones.
Lets assume you want a beast of an amp that has no problem playing peaks of 120dB things change radically as currents and voltage levels increase by factors 5.5 and power by 30
So IF you want to listen to an HE6 REALLY loud on high DR music:
HE-6: 29V x 0.6A = 17W (voice coil would burn out !)
most sensitive headphones around: 6mW, 0.6V, 10mA
average sensitive headphones: 50mW, 1.7V, 30mA
somewhat less sensitive headphones: 1W, 9.5V, 100mA (damage may occur to some)
difficult to drive ones: 8W, 24V, 0.33A (some will never reach it and burn out !)
the VERY few insensitive ones: 45W, 75V, 0.6A (those will never reach it and burn out !)
So IF you like to play high DR really loud for very short periods you need high powered amps.
If you like to play high DR recordings comfortably loud, but with no headroom to spare you don't need nearly that much.
Not counting the amount of distortion as this is highly dependent on the used headphone.
Also not including the fact that if we want to keep distortion introduced by non feedback designs below audible levels even to reach 105dB peaks on comfortably loud levels we will need amplifiers that can supply MUCH higher voltages (and thus output power assuming current is no problem) to make such an amp sound GOOD at these levels.