Good call, my young Padawan! Max Gs at the bottom entering and exiting the loop, minimum at the top. Technically, they could be at zero G at the top of the loop. Bad time to chicken out and apply the brakes.
Wow! Impressive! A question, though: I can understand why the entry speed has to be at least X, but why must it be less than Y (aside from bursting through the track at the bottom)?
Do they ever really have a true zero-g moment at the top of the loop? Seems an unnecessary risk to drive slowly enough to have just 1g by centrifugal forces to counter the 1g of gravity.
Wow! Impressive! A question, though: I can understand why the entry speed has to be at least X, but why must it be less than Y (aside from bursting through the track at the bottom)?
A wild guess, but if they go too fast they might pull too many G's or for too long and black out. 6 G's is supposed to be risky, so above 7 would definitely be a risk.
'Not buyin' it. The video said the entry speed has to be between 48 and 52mph. If the structure isn't sound at 53 mph, it won't be at 52 mph, either. There has to be another reason.
The max speed may have more to do with the ramp after they exit the loop. If they go too fast they'll have a rougher landing on the other side of the ramp. There also isn't much room for stopping at the end of the track.
EDIT: I calculated that they had a centripetal acceleration of about 1.7 Gs at the top of the loop. Subtracting 1G for earth's gravity leaves about 0.7 G pushing against the top of the loop.
My rough calculations indicate an average of about 4 Gs with a peak (.5 seconds) of about 9 Gs.
I don't see why the acceleration would change more than 2g (from 7g to 5g).
Assuming 7g (6g from the loop itself) and 52mph are correct, I get a loop with a diameter of 60.6 ft (which seems pretty close to size of the loop).
Then, assuming they wanted to maintain a solid g agaist the top of the loop (instead of 5), if I compute the speed needed hold the cars in place I get 30 mph.
All I can figure is the speed stated is required to safely get over the jump.
What worries me is that reality is beginning to mimic childhood. It wouldn't be so bad except that childhood in the past 40-50 years has gotten to be more and more based on the fantastic.
In another 50 years, will freeways have loops and jumps? Was I just born too soon for those?
And is it just me, or did the following car just barely make the jump?
BTW, if you go to fast the suspension bottoms out and you get a very hard jolt that would effectively bounce you off the road bed. That would be a great opportunity to loose control.
According to this article, the loop is 66 ft in diameter.
At 52 mph, the g-force should varry between 6.5g at the bottoms of the loop and 4.5g at the top of the loop.
I don't understand why they need to maintain such a fast speed. 46 mph would give them a full g of force against the track when they are upside down. At 46 mph, the drivers would only have to handle 3g's.
Edit: If they were willing to be weight-less at the top of the loop, they'd only need to be going 32.5 mph (though I agree this would be too dangerous).
Lots of smart people with all the right answers here! Any speed above a minimum would keep the car in the loop. Max speed was limited for G-force on the drivers & structure, and tuned for jump length & stopping distance. AFAIK, the tires are the only "suspension" in these cars. The 7G force would quickly bottom out any suspension travel, as would landing on the jump ramp. And yes Loopy, Tanner in car 2 just barely cleared the landing ramp.
And let's hope this paves the way for our freeways to have loops in the near future. That will reinforce the minimum speed requirement for all the lookie-loos doing 35 mph in the fast lane!
And let's hope this paves the way for our freeways to have loops in the near future. That will reinforce the minimum speed requirement for all the lookie-loos doing 35 mph in the fast lane!
And let's hope this paves the way for our freeways to have loops in the near future. That will reinforce the minimum speed requirement for all the lookie-loos doing 35 mph in the fast lane!
I'll second that! I'd like to see several of these on Bainbridge Island to keep the local yokels from holding up people who are trying to make the ferry to Seattle.
I'll second that! I'd like to see several of these on Bainbridge Island to keep the local yokels from holding up people who are trying to make the ferry to Seattle.
-Phil
And have that good jump just in case you are "REALLY" late for the ferry.
Comments
No way dude!
Does it make margaritas at the end?
This is too cool!!
That was awesome!
Do they hit 7Gs within the first quarter of the loop?
-Phil
You mean road worthy!
Do they ever really have a true zero-g moment at the top of the loop? Seems an unnecessary risk to drive slowly enough to have just 1g by centrifugal forces to counter the 1g of gravity.
-- Gordon
A wild guess, but if they go too fast they might pull too many G's or for too long and black out. 6 G's is supposed to be risky, so above 7 would definitely be a risk.
If I recall correctly from the video, X and Y were too close together for that to be the reason.
-Phil
Also, those cars appeared to either have very, very stiff or no suspension at all.
-Phil
They have their notes that say entry is between 48 and 52mph, then they say to the audience that it has to be between 48 and 52mph.
EDIT: I calculated that they had a centripetal acceleration of about 1.7 Gs at the top of the loop. Subtracting 1G for earth's gravity leaves about 0.7 G pushing against the top of the loop.
I don't see why the acceleration would change more than 2g (from 7g to 5g).
Assuming 7g (6g from the loop itself) and 52mph are correct, I get a loop with a diameter of 60.6 ft (which seems pretty close to size of the loop).
Then, assuming they wanted to maintain a solid g agaist the top of the loop (instead of 5), if I compute the speed needed hold the cars in place I get 30 mph.
All I can figure is the speed stated is required to safely get over the jump.
In another 50 years, will freeways have loops and jumps? Was I just born too soon for those?
And is it just me, or did the following car just barely make the jump?
At 52 mph, the g-force should varry between 6.5g at the bottoms of the loop and 4.5g at the top of the loop.
I don't understand why they need to maintain such a fast speed. 46 mph would give them a full g of force against the track when they are upside down. At 46 mph, the drivers would only have to handle 3g's.
Edit: If they were willing to be weight-less at the top of the loop, they'd only need to be going 32.5 mph (though I agree this would be too dangerous).
And let's hope this paves the way for our freeways to have loops in the near future. That will reinforce the minimum speed requirement for all the lookie-loos doing 35 mph in the fast lane!
It looks like he hit the edge of the far side of the jump with his tires. It's pretty amazing he didn't have a blow out.
That was an amazing loop and jump.
-Phil
And have that good jump just in case you are "REALLY" late for the ferry.
Can the Mercedes do that? Sure it can
Jim
-Phil
I suspect the critical speed is mostly dictated by making that jump. Slower may do a beautiful loop, but with a rather bad ending.
Why for?