To: andreas_wonisch who wrote (27036 ) 1/31/2001 8:46:39 PM From: Petz Read Replies (3) | Respond to of 275872 andreas, "Power consumption scales linearly with frequency" & "Power consumption scales as quadratic of voltage" Not exactly true for frequency, as I plotted the numbers for peak power and "normal"power for the TBird as specified by AMD at frequencies from 650 to 1200 MHz. At zero frequency, it appears there would still be power dissipation of about 8 watts, though the number could be anywhere between 3 and 10 watts. That makes sense, because the TBird draws 5 watts in "STOP GRANT" mode, which is, basically, zero Hz for most of the CPU. Now what about "Power proportional to voltage squared" Turns out, it should be a little better than that. The reason is that most of the current is consumed by charging and discharging capacitors, so it is the voltage difference between the logic 1 state and the logic 0 state which is the relevant voltage, not the absolute voltage. So, if a CPU is running at 1.3 volts, the logic '0' voltage may be 0.5 volts and the logic '1' voltage may be 1.25 volts, a difference of 0.75 volts. Increase the Vcc to the standard 1.75 volts (for TBirds), and we're now swinging from 0.5 volts to 1.70 volts, a difference of 1.2 volts. Current consumption would go up more than linearly. We increased voltage by 35% and the current consumption went up by 1.2/0.75 = 60%. Therefore power consumption goes up (and down) by more than the voltage squared. Now I don't know what the logic '0' voltage is, but its probably at least 0.2 volts. (The larger this number, the greater the power reduction achieved by lowering Vcc) If we assume it is 0.2 volts, the predicted TBird power as a function of frequency (F, in MHz) and voltage (Vcc) would be P(max)= (Vcc*Vcc/3.0625) * 4.3 watts + (Vcc/1.75) * [ (Vcc-0.2)/1.55 ] * 0.0509 * F If the logic 0 level is 0.4 volts, the predicted TBird power as a function of frequency (F) and voltage (Vcc) would be P(max)= (Vcc*Vcc/3.0625) * 4.3 watts + (Vcc/1.75) * [ (Vcc-0.4)/1.35 ] * 0.0509 * F I used a linear regression on the spec sheet data to derive the quiescent power (4.3 w) and the 0.0509 slope. I made an assumption that the quiescent power would be directly proportional to the square of the Vcc. Since at this point I forgot what we were trying to estimate, I'll leave it to someone else to calculate the estimated power consumption. One last thing, "average" power for TBird seems to consistenly be 90% of maximum power. Petz