It uses a 150 Ohm resistor in series with the output tape, which every one is selected.
So, for a basic example, if you are using the 16 Ohm taps on the output transformer and you set the amplifier so if a 16 ohm load was connected to it and the output power was 15 watts then...
The voltage available to the headphones will vary with their impedance.
In round numbers. First number is headphone impedance.
150 Ohms=7.5 volts=0.375 watts (Interestingly, this shows max power when impedances are matched, which it should based on theory).
75 Ohms=3.7 volts=0.33 watts
28 Ohms=1.8 volts=0.10 watts
600 Ohms = 12 volts = 0.24 watts
500 Ohms = 11.5 volts=0.26 watts
400 Ohms = 10.8 volts=0.29 watts
300 Ohms = 9.9 volts = 0.33 watts
200 Ohms =8.4 volts = 0.35 watts
100 Ohms =6.0 volts = 0.36 watts
Now if you drive you headphones directly from the 4 Ohm tap, you will get the same numbers.
The 8 Ohm tape will give you more power, as will the 16 Ohm tap.
The internal series resistors can help attenuate the noise floor of the amplifier.
None of this tell you how a certain set of headphones will sound, but it will give you an idea of how the amplifier will drive headphones of various impedances. You can look at the sensitivity rating for the headphones to get an idea of how loud they will play.
This is all just Mr. Ohm's law at work for your listening enjoyment.
The harder you drive the amplifier the more voltage and power you will have for the headphones (and Mr. Ohm can tell you then amount of power available for each impedance.
BTW, if you look at the numbers you can see a pattern.
With this example, the 600 Ohm headphones will be seeing 12 volts and the is 0.24 watts into a 600 Ohm load.
The 100 Ohm headphones will be seeing 6 volts and that is 0.36 watts into a 100 Ohm load.
The difference in power is only about 1.8 dB, not likely greatly noticeable over all difference.
In this example, one might say that the 600 Ohm headphones need a lot of power because they have to turn the volume control up higher, but it is more about needing more voltage than power. Of course the sensitivity rating of the headphones must be taken into account, because the 600 Ohm headphones and 100 Ohm headphone may play at the same level, in terms power, if they have the same sensitivity, even though the 600 Ohm headphones will need a lot more voltage than the 100 Ohm headphones.
So, one last example. If the sensitivity ratings for the 600 Ohm headphones and the 100 Ohm headphones is equal (so they both play at the same SPL for the same power input), if the 100 Ohm headphone are playing at the .36 watt level (using just 6 volts), the 600 Ohm headphones will need 14.7 volts to play at the same power level.