I agree that ovals experts will
propably have a well founded and an extensively researched answer for your question. I don't follow ovals racing (and don't have the willpower to go digging in IRL or NASCAR sites, though the latter doesn't correspond well to F1 dynamics), so I can only offer a hypothesis. I'm also thinking that a very simple CFD proof-of-concept model wouldn't be beyond a couple of participants of this forum.
My guess (yes, guess) is that if the effect was a force function of the distance from a reasonably high wall, starting from afar and getting closer the effect would be:
Very far - negligible, unless there's a side wind that creates a horizontal vortex ... and I won't even start to consider that (Or maybe a little bit - depending on wind direction and speed, it might even be advantageous to drive fairly close to a wall if one was downwind from the wall. University of Karlsruhe has studied just such vortices in a larger scale, there's a CFD animation of one example on their webpage ...
http://www-ifh.bau-verm.uni-karlsruhe.d ... e/aerodyn/ )
Getting closer - added air resistance to the car on the side of the wall, and hence also better aerodynamical traction that is just as lopsided. A driver might experience a slight force "coasting" the vehicle away from the wall at these distances. Perhaps predictable when driving in a straight line, but could be perilous in situations where the driver changes the dynamic forces of mechanical traction i.e starting a turn or shifting from power to brakes. Just as it is when applying brakes when the tyres on the different sides are on different surfaces.
Very close - suction. The "lateral area" of low pressure by the sides and behind the car is in deep asymmetrical imbalance (the wall side "filling in" much slower) and air moves in a lopsided pattern over the centerline of the vehicle applying a lateral force pushing the car towards the wall. The not-so-nice part of this (if I'm even close in my guesswork) would be that after a certain treshold value, the "push" will become a self-perpetuating exponential force, ever harder to counteract with a sudden correction while the process progressing.
... I've also been taught that in an urban conflict environment, troops taking shelter from light arms fire should keep a few feet from the protecting wall. Don't know if it's a myth or not, but it does make some sense to me on many levels. Anyway, apparently shallow angle ricochets tend not to reflect in the same way as rays of light do (in the same angle) but tend to keep fairly close to the wall (whereas right-angle bullets will just bore in and be subsequently harmless).
But I'm guessing this represents another largely incomparable aero phenomenon, since I take it that a ricochet would also most likely convert part of the hit energy in a rotating movement, the direction of which would in most cases induce lower pressure on the side of the trajectory of the ricochet that is facing the wall. Thus the rotating bullet would be "pushed" towards the wall. That would also account for the rapidly looping variable pitch in the sound of the ricochet, apart from the normal doppler effects.
OK, but surely there is someone here who can be more definite about the answer to the original question than me.