
130R - what is behind the code?
#1
Posted 16 October 2001 - 15:53
Tried to find it on the net, but no success...
does anyone know, where it comes from?
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#2
Posted 16 October 2001 - 15:54

#3
Posted 16 October 2001 - 15:54
#4
Posted 16 October 2001 - 15:57
#5
Posted 16 October 2001 - 16:13
Ermmm.... I edited the post, what I meant to say is above....
#6
Posted 16 October 2001 - 16:14
#7
Posted 16 October 2001 - 16:29
Taking into account that the arc of the curve is approximately 60 degrees, that gives the length of the curve of cca 270 metres.
Besides, taking 130 metres into equation for cornering speed (and, unfortunately having to guess parameters like friction, in fact side adhesion coefficient between tyre and curve, height of CoG, height of centre of frontal area, drag and lift factors), we arrive to cornering speed of well over 200 kph...sounds possible.
vrba
#8
Posted 16 October 2001 - 16:43

#9
Posted 16 October 2001 - 18:01
You are right.
I have read this.
Carlos
#10
Posted 16 October 2001 - 20:59
#11
Posted 16 October 2001 - 21:22
130R means that the Radius of the corner is 130 metres.. measured from the centre of the track, not the inside edge. This is common dimensioning practice for radii..
#12
Posted 16 October 2001 - 21:52
recall the 94 Japanese GP. in the rain, Mansell and Alesi dicing through the 130R--breathtaking!
I liked RB's style this past Sunday as well--why wait for the chicane when you can go wheel-to-wheel with someone at 180 mph?
it's curious about the 200R corner; the fact that, from all the coverage of Suzuka I've seen, it seemed nameless.
the Degner corner is worth some consideration as well, as it is, oddly enough, dedicated to the physicist who brought atomic fission to Japan.
#13
Posted 16 October 2001 - 22:10

#14
Posted 16 October 2001 - 22:14
#15
Posted 17 October 2001 - 00:25

#16
Posted 17 October 2001 - 03:51
Talk about bragging... Sorry, you can't find the cornering speed given (or having needlessly guessed) the variables you described above. First, as Makarias said, first you're wrong in your "simple" calculation of the length of the curve (which is not needed to find the speed anyway). Second, given one more piece of data, namely the G-force on the curve (3.6G according to AtlasF1), the velocity is simply the square root of the product of the radius (130m) and the G-force, which gives about 246kph. I wonder what "equation of cornering speed" you used. Trying to impress someone???Originally posted by Vrba
To me it seems quite simple: it is the radius of the curve expressed in metres, probably of its inner edge.
Taking into account that the arc of the curve is approximately 60 degrees, that gives the length of the curve of cca 270 metres.
Besides, taking 130 metres into equation for cornering speed (and, unfortunately having to guess parameters like friction, in fact side adhesion coefficient between tyre and curve, height of CoG, height of centre of frontal area, drag and lift factors), we arrive to cornering speed of well over 200 kph...sounds possible.
vrba

#17
Posted 17 October 2001 - 03:56
#18
Posted 17 October 2001 - 05:15

#19
Posted 17 October 2001 - 11:01
True, quoting 270 m as the length was a silly mistake on my side.
The equation I mentioned was based on equalization of centripetal force with friction force. You in fact do need all the parameters I mentioned if you want to calculate the cornering speed (or minimum radius for given speed). without any measured valuesOf course, if you use the info about G force, everything *is* much simpler :-)
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#20
Posted 17 October 2001 - 11:20
BTW, if you drive on the Japanese highways, you have signs before practically each curve in the same way: xxxR (anybody who drove from Tokyo to Nagano can confirm this).
At the beginning I was surprised and thought it was a very scientific way to indicate how much a curve is a curve, while in France you get the usual signs of a Red triangle with a S inside, or the red and white arrows. Which indicates a curve, but does not indicate how curvy it is.
After a while driving in Japan, I got used to this and now that I'm back in Europe I miss such information while on the highway.