Red Raven":3mjpc25r said:
Thanks for that link, Curt. I enjoyed reading the article, but even though it states the same relationship that you described, it left unanswered the question of why the net power must be constant, and amperage increasing to compensate for decreasing voltage.
I did, however notice this part:
"Low voltage can lead to overheating, shortened life, reduced starting ability, and reduced pull-up and pullout torque. The starting torque, pull-up torque, and pullout torque of induction motors all change, based on the applied voltage squared. Thus, a 10% reduction from nameplate voltage (100% to 90%, 230V to 207V) would reduce the starting torque, pull-up torque, and pullout torque by a factor of .92.9. The resulting values would be 81% of the full voltage values. At 80% voltage, the result would be .82.8, or a value of 64% of the full voltage value. What does this translate to in real life? Well, you can now see why it's difficult to start "hard-to-start" loads if the voltage happens to be low. Similarly, the motor's pullout torque would be much lower than it would be under normal voltage conditions.
On lightly loaded motors with easy-to-start loads, reducing the voltage will not have any appreciable effect, except that it might help reduce the light load losses and improve the efficiency under this condition. "
I'm not suggesting that Watt's Law of Power is wrong, but only that it may be erroneous to assume that the power will remain constant as the battery's capacity is diminished, but that instead the power will decline. That seems to be what we observe on the water, with the thruster's power output becoming weaker as the battery voltage drops.
It seems to me that the answer to the OP's anomaly must be derived from something other than Watt's law.
As always, I'm eager to learn what I'm missing.