gearchruncher
Well-Known Member
You're the one going off on "gravity" suddenly. Nobody in here has ever once denied gravity, nor have they denied "physics." Nobody is arguing that it takes more power to accelerate up a hill at the same vehicle velocity reference frame, nor that a car that weighs more takes more energy to achieve the same velocity change.A few questions to "debate" rather than insult.
1: Do you believe in gravity?
However, this discussion is about if the vehicle itself delivers acceleration (in which frame?!) vs power. We're stuck in the traditional mindset that an traditional car delivers power, irrespective of road slope or vehicle mass or resultant acceleration. But we know this doesn't have to be true, and in fact it would be trivial for Tesla do do so, and close the loop on acceleration instead of power.
This conversation will go nowhere if one group of people can't understand that nobody is trying to rewrite physics, and calls everyone that questions the behavior of the car an idiot that doesn't get it. That's not the discussion here. The discussion is what control system is Tesla using, and secondarily for what business reasons.
Here's the thing, all of us know that the Tesla has to actively manage the power of the motor. That's what the inverter does. If the inverter did no current limiting, the tires would spin and the motor would fail immediately. This is the same as a boosted car, where if the ECU doesn't limit boost, the engine blows up. The inverter also knows the speed of the motor and the rate of change. So a discussion about what it limits is far from crazy or denying physics. In fact, its the most fundamental physics happening in the car.
And to specifically point out: reference frames are a thing. Going uphill is NOT the same as adding weight depending on your control system. That is why I said it was moving the goalposts to tell everyone to add weight to the car, and then suddenly post about going uphill. This is physics as well. Velocity is only a thing relative to other things, and there is more than one way to measure it.
Additionally, the normal force on a tire decreases when going uphill or downhill even for the same car mass, possibility leading to earlier traction control intervention. Which kinda looks like it happened on your downhill run. So yeah, physics isn't that easy and hills aren't the same as wheel mass.
So let's get out of all of the name calling and to the actual data data @Sendit1 posted, because that is super useful and interesting.
A few comments.
Well, and road surface because it's not the same location. This may have had an impact because you can see how noisy your downhill trace was vs your level traces, and how acceleration spikes well above what is expected for the slope.See attached pics of Draggy. Same car, same state of charge. The only difference was the incline or decline.
From outside, this particularly looks like picking and choosing as you have two identical runs level, but they are 0.08 seconds apart. So the car has some variance in identical situations. Then you post a single shot downhill showing a 0.10 difference. This seems to be within the distribution. For actual science, a lot more data would be needed. Is there a reason you posted one downhill trace but two level ones? Is there a reason you didn't run on the same slope up and down instead of two different locations?
Let's do that. If you put a fixed power into a 4000lb mass and accelerate it 0-60 MPH with no elevation change, and then use the same power but do that against an incline, what is the 0-60 time you expect at 4.7% incline? Is that inline with the results you got?would it be permissible by you if I were to simply respond with a post showing the math equation that applies?
Now, back to the control system discussion. I'm pretty convinced these traces prove both camps.
Draggy gives us more than 0-60 times. Let's look at the 10 MPH increments, level vs downhill:
10 MPH: -0.03 (level faster)
20 MPH: -0.01 (level faster)
30 MPH: +0.03 (down faster)
40 MPH: +0.03 (no change level vs downhill from 30-40)
50 MPH: +0.07
60 MPH: +0.10
This is far from a linear result. All of the change happens after 40 MPH, which is exactly where the acceleration decreases and the M3P is well known for becoming battery power limited vs motor power limited. The acceleration graphs show the same- the acceleration to 40 MPH is indistinguishable, but after that, the level falls of faster than the downhill.
If you look at more than 0-60, this still very much looks to me like Tesla closes the loop on 0.9G when the motor has excess capability. Only once we hit the battery limit do we become a simple fixed power system.
I have a 10% slope near me, I really need to go do some 0-40 runs on that both directions logging motor power, not acceleration and see if there's a difference, because that's fundamentally the question is if Tesla changes power to adjust for resultant vehicle frame acceleration.
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