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Yup, there's more than one reason I sold my Stax...
To be honest, this is something I don't quite understand. Let me quote a bit from
here:
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Electric fields are created by differences in voltage: the higher the voltage, the stronger will be the resultant field. Magnetic fields are created when electric current flows: the greater the current, the stronger the magnetic field. An electric field will exist even when there is no current flowing. If current does flow, the strength of the magnetic field will vary with power consumption but the electric field strength will be constant.
So power consumption of the headphones would be a good indicator, which led me to some calculation.
Now, in electrostatic phones the DC (bias) voltage is high, resulting in a comparatively strong electric field, but that is static so I kinda doubt it could produce any notable harmful effects. The AC voltage at 100dB is 100V with a peak headphones impedance of 133 kohms at 10 kHz for my Stax SR-303 (I don't know the impedance at lower frequencies, but let's assume it's 10 times lower, so 13.3 kohms). I know that the rated impedance at 10 kHz is the peak impedance from Stax themselves. The approximate current would be 100V / 13,300 ohms, so about 7.5mA, while the power would be 0.75W. Now, at a 75dB average listening level this would translate into ~ 2mW power consumption of the headphone.
The above calculation is an approximation mainly because of the assumed 13.3 kohms average impedance and I have no background in electronics, so please feel free to correct me. An an indirect confirmation: my Stax SRM-313 amp is class A and gets warm to the touch, so most of its 29W power consumption translates into heat and only a small part becomes music (at maximum volume, that is 350VAC rms). My usual listening level is midway between 9 and 10 o'clock on the volume knob, so much less power is carried by the musical signal.
Now here is what I don't understand. It makes sense to me that the magnetic field (and the current) should actually be lower on the electrostatics than on the dynamics because of their greater efficiency - that is, SPL for a given power consumption (by the headphone). A good part of the electric energy that arrives at a dynamic driver becomes heat that is dissipated by the coil and only some of it is translated into sound, while the heat losses of an electrostatic are much lower, I guess. However,
my AKG K501's rated sensitivity is 94 dB / mW, or ~ 4mW at 100 dB which is much much lower power that the Stax 303 phones' above calculated 750mW at 100dB (even if the average impedance of the Stax phones is 100kohms, the resulting 100mW would still be much higher that the AKG's 4mW for a 100dB output). Basically, the Stax' power consumption appears to be in the same ballpark as the K1000s', and this definitely seems wrong.
Something's fishy. What am I missing?