The spokes tell of expected forces FI cars are set up according to the 'direction' of the circuit.
The cart is not an F1 racer, nor does it steer. The point is one of logic, and if you can support your side.
LOL. Logic. Humber, you've said (paraphrasing, I'm not going to waste more of my life finding the exact wording):
It's a circle! (presumably, a wheel)
If a wheel was circular, it would just spin. There has to be some distortion. (following my detailed mathematical description of why)
A wheel must have its contact area behind and bounded by the axle position.
If a tyre is flat, the contact area will include the axle.
An ellipical wheel doesn't count because a wheel is "round". (although an elipse is round, too, and if you mean "circular", then it will just spin according to an earlier statement).
You have no idea about how to make any logical argument. Your views are expressed through the whole of these discussions as isolated statements, most of which contradict others, as the above example would demonstrate, except you probably can't see anything wrong with them because you can't do logic!
"The cart's wheels are rigid enough to be thought of as discs."... (discs are circles. you can't really be saying that except to say that they do not distort at all, so presumably that's why they don't even turn, eh?, but just sit there motionless while the belt moves under them: they have no friction at all, zero. Why the prop, geared to them, keeps turning....?....or
is it geared to it?...does spork just make it look like there's a bevel gear in there, and really the prop is just spinning in the still air of the room...?...but not going anywhere...maybe that's because it's not
real air?...while the cart is NOT DOING ANYTHING AT ALL with a rubber belt moving under its tyres?....yeah that'll be it.)
Logic? You've said that wheels act like levers, which is not a bad point, but then that they can't cling to a slope by an area upwards of the axle. Why? If I just took all the wheels off and propped the car up on levers attached to the axle, at 45 degrees, little rubber feet on if you like, these pointing down and forward, i.e. up the slope (not a ridiculous cliff-face), with the brake on, would it go anywhere?
No. It wouldn't move, except for bending the levers, etc. The whole thing is trying to fall, which means forcing the axle down w.r.t. the feet, but the brake won't let the axle turn. Replace the brake with a balanced clutch and gas, you've got the same resistance. A bit more gas and it will lift itself, just like jjcote's example (it was jj, wasn't it?) of an ellipse. So it would be perfectly possible to use your own description of how a wheel acts like a lever to work out that it can indeed claw its way forward on the level, up a hill, by putting pressure down a little way forward of the axle. Your problem is just, as we observed and agreed earlier, that you refuse to change your mind once you've plumped for your best guess, because considering humility a virtue would be conceited.
And even that is illogical! You are just conceited, and your ideas are also the other common meaning of "conceits". They're mere flights of fancy, dreams, or, as one dictionary says, "an elaborate poetic image or a far-fetched comparison of very dissimilar things".
John! John! Where do I get that "Iron-o-meter" smilie?????
It's in the drop-down list under "Specials" when you click [More] on the edit page, or you can just type colon id colon. Maybe that was a rhetorical question, but anyway, that's the answer.