For your information, the formulas relating the ICE rpm (
Ne), MG1 rpm (
Ns), and MG2 rpm (
N2, 2.478 times
Nr, the ring-gear speed) is set by the tooth ratios of the gears in the two planetary-gear sets, and are:
Ne = 0.2778
Ns + 0.7222
Nr = 0.2778
Ns + 0.2914
N2,
while
Nr is related to the road speed
RS by
Nr = 28.2199
RS (for
RS in km/h)
= 45.4058
RS (for
RS in miles per hour).
[These are deduced from the formulas I gave in the thread "
Heretical Mode," posts #27 and 34.]
Since
power = (angular velocity) x torque
one can see from the specifications for MG2 [105 kW @ 4500 rpm; 270 Nm @ 0-1500 rpm] that:
- Maximum power of 105 kW @ 4500 rpm => torque of 700/pi = 223 Nm < maximum torque of 270 Nm
- Maximum torque of 270 Nm @ 1500 rpm => power of 13.5 pi = 42.4 kW << maximum power of 105 kW
So, you can't get the maximum torque at maximum rpm; and you can't get the maximum power at 1500 rpm. These are the maximum ratings for this motor. I think that the maximum torque is limited by the maximum current that it (and the inverter electronics) can safely handle; and the maximum power is limited by the maximum heating effect (product of voltage and current) that they can dissipate.
Stan