Main objective is to test (and maybe "tune") my tyres. Skid control practice could be a secondary (though perhaps more useful) objective.
I tried that in an large empty icy car park in Aviemore (ski resort in Scotland, so when there isn't snow it has a massive excess car-park capacity) many years ago but it wasn't very long before the cops turned up and told me to stop it.
Car is 1986, so stability control systems aren't an issue, though it is unfortunately FWD, which is rather hard to avoid these days.
I thought the slower the better within reason, since it allows a smaller circle which will be easier to find space for.
I'd expect the limiting g's to be way under 1 on this car/tyre combo, so one g could be the upper limit.
IF I've transposed the formula right (long time since I did this sort of thing) r = v squared/a
For one g, the resultant circle at different speeds becomes
Indicated Speed (km/hr) : radius (m) (=V squared/a)
10 0.79
20 3.15
25 4.92
30 7.08
35 9.64
40 12.58
50 19.66
60 28.32
70 38.54
80 50.34
90 63.71
100 78.65
110 95.17
120 113.26
130 132.93
140 154.16
150 176.97
160 201.36
THINK that's right but havn't seen any worked examples to check it against.
Seems to imply that low speed operation in the 5-10 m radius range should be practical.
Published radii are higher, but they are testing at higher speeds. I suppose there may be some differences at high speed which will make the limit g force results more relevant to real road conditions, though I can't offhand think what they are, apart from maybe aerodynamic downforce which I doubt my car has very much of.
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