Fewer than 20k people die from car accidents annually in the US before 2040
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predicts NO

Even if fatalities don't go way up, the last time we got anywhere close to 20k fatalities was the 1940s. And the car safety movement is not as strong as it was in the 80s when we saw a big decline.

predicts YES

@xyz yes that's why I think we can get some nice conflict on this market. AI+self-driving believers might expect it to go down, while others would expect the current trend to continue.

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Pedestrian fatalities will go way up from heavier EVs.

predicts YES

@xyz Because unlike regular cars, the weight of a human body isn't enough to stop them down before they kill the person?

predicts NO

@StrayClimb I'm not sure what you mean by "stop them down before they kill the person" but heavier vehicles impart more momentum (p=mv) and because of change in velocity imparted on the person (which will be greater for a greater colliding mass) they experience a larger impulse. That is more injurious.

predicts YES

@xyz So an ICE vehicle weighing 2000 lbs hitting a 100 lb person will slow down at a certain rate. A very low rate since the person's momentum doesn't mean much against 2000 lbs. If the driver doesn't brake the car will basically flatten the person.

if you increase the weight to 3000 lbs it will slow down slightly less. But since the car already is barely slowing down from the impact, it doesn't seem like a big difference.

predicts YES

@StrayClimb It's a real factor.


But I expect that we will be using different battery tech in 2040, if we're still using battery powered cars.

predicts YES

@xyz i.e. I expect a death rate like this for car pedestrian accidents.

It's not about momentum it's about the ratio & thresholds.

Otherwise, by your argument, a GIGANTIC truck weighing 200 tons would be much more dangerous than a 5 ton mega truck. Yet it seems to me that for both of them, they're insanely dangerous and really can't be distinguished, even though the 200 ton one has 40 times the momentum. It may only have a 0.1% higher mortality rate (since you're already basically dead if you get hit.)

So the question is about where the actual increase in death rates comes. My chart has made up data - but if you believe that the significant increasing part of the curve is between ICE and EV, then you would be right. I'm just guessing here but to me it seems like as a pedestrian you are basically dead even with an ICE car.

Also, if you want to talk about car vs car collisions, the case there is much stronger since the ratio is a lot better for the impacted vehicle, and the EV/ICE weight difference would be more relevant.

bought Ṁ20 of NO

@StrayClimb Sure, at 40 mph you're dead. But at 30 mph, that 500 lbs makes a difference.

predicts YES

@MartinRandall I'd like to see that article with more validation. The parking structure claim is admitted to be invalid later in the article, and the "every 1000 lbs increases risk by 47%" seems hard to apply in reality. Not sure what it really means. They also call out what I've heard as a more significant factor, too - that vehicle shape and height are significant too.

I'm not disagreeing that weight is bad but I'd like to quantify it so we can compare to the other effects of the change around resource use, pollution, etc.

predicts YES

@xyz I think that's what I'd like to evaluate. My point is that in most cases it's not linear, because either you're already dead, or the driver will brake, etc. I would like to know the percent of accidents where contact+momentum is the deciding factor.

@StrayClimb The stats I remember from school is that the fatality rate is 10% at 20mph, 50% at 30mph, and 90% at 40mph. I don't have a citation to hand, but the research is out there.

bought Ṁ5 of YES


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