ganderpe said:I'm wondering in what range RPM wise the generator is able to charge the battery "optimally"?
Will it be able to delivre enough power with a speed of 65km/h (ICE @ 1680 rpm) in paralell mode?
Peter
The short answer is no.
At that speed most of the engine power goes to moving the car.
True, but the power needed to overcome air resistance will be reduced even more, when speed is reduced to 1/3rd o max speed.ganderpe said:The short answer is no.
At that speed most of the engine power goes to moving the car.
Yes, thats true, the maximum power @ about 1/3 of max. RPM will be even less then 1/3 of max. power (89kW).
anko said:. When 100% of available engine power + 60 kW from the battery together are not enough for propulsion, only then mine will disengage parallel mode. Typically, this requires either very strong acceleration, heavy towing or steep climbing. One other reason for disengaging parallel mode would be if SOC had dropped to approx 20 - 22% and the limited RPMs ice driving conditions would prevent recharging the battery. But this is irrespective of the Charge button and 20 - 22% SOC is very hard to 'accomplish'.
?
And this is with a 2.30 m wide van of 1500 km. cruising at apporx. 94 km/h GPS.
At 94 km/h it will choose parallel mode. It will only drop out during acceleration or climbing. Or when SOC drops to 22%. Don't forget: 60 kW from the battery plus 30 from the engine is normally more than enough. Even at speeds higher than that.ganderpe said:And this is with a 2.30 m wide van of 1500 km. cruising at apporx. 94 km/h GPS.
@anko: do you have an idea how much the air drag was?
When driving with an average speed of 94km/h: was the outlander decide to go paralell or serial mode?
With our caravan we're allowed to drive 80km/h only, this could probably help to charge the battery before a steep passage?
Peter
anko said:Hmm, forgot about the graph. Nice addition to this topic. I agree with you, about the visual interpretation. But ...
Torque at 65 km/h seems to be about 155 Nm.
Torque at 120 km/h seems to be about 175 Nm.
So, available power at 120 km/h is about 120/65 * 175/155 as much as it is at 65 km/h, so overall 2,08 times as much.
Air resistance at 120 km would be (120/65)^2 times as much as at 65 km/h, 3,40 times as much.
Now, I do know that there are other types of resistance to overcome that scale more linear with speed. But all combined, I would think the the amount of power needed to maintain 120 km is much more than 2.08 times the amount of power needed to drive 65 .....
I wonder, where does my line of thinking fail?
On a site note: the battery will only be recharged when driving itself requires less than 75% of engine power available at that particular speed.
My line of thinking is simpler :
- torque available (for charging) @65 km/h : 155 - 45 = 110 N.m
- """"""""""""""""""""""""""""""""" @120 km/h : 175 - 100 = 75 N.m
---> Torque ratio 75/110
Power ratio = Torque ratio x speed ratio = 75/110*120/65 = 1.26
So the graph shows that the system has ~ 25% more power available for charging at 120 km/h than at 65 km/h.
Theoricaly...
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