Neruda - a watt isn't 2.5 volts, a watt actually is semi- independant of a volt.
This is my putput as you have given me input. Since GIGO:
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Just kidding
. As a former Computer Engineering major, I think I can manage ohm's law here, but it is late so my math might be off.
A watt is the actual amount of power there is
Amperage is the current - think of it as a hose - a wider hose (more amps) means more current
Volts - think of volts as speed - if you have a lot of amps then you don't have a lot of volts - the water passes through a thin pipe much faster then through a thick pipe but the amount coming out can be the same.
Resistance is how much resistance there is - think of a blocked artery. Now - if there is an area with no resistance and an area with 30 ohms of resistance, all of the current will go through where there isn't resistance. If there is a 20 ohm resistor and a 2 ohm resistor in parallel (Road fork), the 2 ohm resistor won't have as many amps passing through it.
So we need to solve some equations. Here is the information we have:
A = ?
W = .284 (1000mW =1W, 1MW = 1,000,000W, do NOT confuse them
)
O = 8
V = ?
So we need to solve for A and V knowing W and O.
Voltage = amps * ohms
Watts = volts^2 / ohms
Just plugging the numbers into the equations we see the top one can't be done yet, but the bottom one can.
.284W = V^2 / 8O
.284W * 8O = V^2
2.272 = V^2
V = 1.507
So - with an 8 ohm load the reciever outputs 284 mW, 1.507V, and ...
1.507v = A *8O
A = .188
So:
V = 1.507
W = .284
A = .188
R = 8 ohms
Now, lets assume for a second that the maximum voltage and amp levels of the reciever are achieved with the 8 ohm load (I have no idea how that works)
So now all we need to do is lose the wattage and change the
ohms and stick into equation.
V = 1.507
W = ?
A = .188
R = 300 ohms
Watts = 1.507V^2 / 300ohms
Watts = .00757 eg 7.57mW at 300 ohms
Now this can be simplified quite a bit - (Watts @ 8 ohms(.284)) / (Ohm rating of headphone / 8)
Assuming the reciever won't reach a higher voltage or amperage level with a higher impedance headphone, these are the numbers you will see.
For comparison, most PCDPs have 5mW outputs, at 32 or 16 ohms. Now - if the reciever said it was rated for .1 watt at 100 ohms, it could pump out .0334 watts on some 300 ohm HD600s for example.
While these power numbers sound like nothing, note that headphone sensitivity is extremly high as the drivers are right next to your ears. I think the HD600 has a sensitivity of 97dB at 1mW or something like that, which means they will play a 1Khz tone at 97dB with 1mW of power - which means your reciever amp won't be underpowered when driving HD600s, but I would imagine a seperate amp would be a good idea as the electronics are probably better in it, and it will probably offer somewhat more power at such a high impedance.