Chris J
Headphoneus Supremus
Quote:
I think we're saying somewhat the same thing, but making different assumptions or crossing our wires somewhere.
Assuming 96db @ 0.774 V (1V? something with a rms in there, whatever) is the same for all three impedance models, that gives us sensitivity @1mW:
32 ohm ... 81.05 db
250 ohm ... 89.98 db
600 ohm ... 93.78 db
Blah, way too tired to write anymore.
Hey there, back again.
Please understand, I'm not trying to start a war here, I'm just trying to think this thru........so here goes. This has been a very thought provoking discussion!
If you assume that sensitivity of all DT770/880/990 series is the same for all impedances then I agree with your numbers if sensitivity is 96 dB @ 1 Volt.
However:
I had assumed that efficiency is the same for all impedances of the DT770/880/990 series: i.e. efficency is 96 dB SPL @ 1 mW.
Beyer is not too forthcoming with information, they state 96 dB and reference a CE spec: EN 60 268-7.
I couldn't find anything on the web about this CE spec.
However Beyer does state that headphones with lower impedance ratings offer higher volumes than headphones with higher impedance ratings at the same level of input.
Beyer also states that high impedance headphones are designed for use with high output headphone amplifiers.
So this leads me to suspect that the 96 dB figure is in fact an efficiency figure.
In addition: the specs for the T1 are: 102 dB at 1 mW which as you know is efficiency. So I guess the DT770/880/990 numbers are also efficiency.
In other words the same amount of power (i.e. the amount of work done) will give you the same SPL.
Take a look at this:
I crunched thru some figures and came up with:
32 ohms @ 1 mW = 179 mV, 5.6 mA
32 ohms @ 5 mW = 400 mV, 12.5 mA
32 ohms @ 10 mW = 565 mV, 17.6 mA
250 ohms @ 1 mW = 500 mV, 2 mA
250 ohms @ 5 mW = 1.12 V, 4.4 mA
250 ohms @ 10 mW = 1.58 V, 6.3 mA
600 ohms @ 1 mW = 775 mV, 1.29 mA
600 ohms @ 5 mW = 1.73 V, 2.89 mA
600 ohms @ 10 mW = 2.45 V, 4.0 mA
In other words, for an input of approx. 500 mV, the 32 ohm version will draw 10 mW and the 250 ohm version will draw approx. 1 mW.
The 32 ohm version would be approx. 10 dB louder than the 250 ohm version for the same voltage.
I plotted the voltage vs. power numbers on graph paper, plotting the independent variable, voltage on the X axis and the independent variable, Watts, on the Y axis.
Keep in mind that the output of a headphone amplifier is voltage and the power deleivered is a function of the output voltage and the headphone impedance.
When I plotted the numbers on log paper the the lines were parallel to each other.
In other words, for any given input voltage, a 32 ohm Beyer DT 880 will always be louder than a 250 or 600 ohm Beyer DT 880.