295 on stock sedan wheel
They do bulge a little, but hook up.
just email michilin to make a 285/30/19 in the michilin 4s and our problem will be solved. the problem is they only make a super sport in that size as of today.
just email michilin to make a 285/30/19 in the michilin 4s and our problem will be solved. the problem is they only make a super sport in that size as of today.
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However I do not think it's a great idea to put 295 on a 9.5" wheel, the tireis compressed too much on the rim and you may get some strange wear on it and you will not get the full 295 width or full contact patch out of it. I'd bet the 295 is probably resulting in no bigger contact patch than a proper-fitting 285 on the same rim.
However I do not think it's a great idea to put 295 on a 9.5" wheel, the tireis compressed too much on the rim and you may get some strange wear on it and you will not get the full 295 width or full contact patch out of it. I'd bet the 295 is probably resulting in no bigger contact patch than a proper-fitting 285 on the same rim.
Last edited by PaulC63s; Aug 27, 2020 at 11:39 AM.
By mounting a tire that is too large for the wheel, you will have a wider but shorter shape with a less-uniform load across the contact patch. You'll also have a significantly higher amount of change across the patch, especially under cornering/lareral loads.
Think about it this way. It's like wearing a running shoe that is too big for your foot. Is there more rubber on the ground? Yes. If it's a little on the big side but still fits, will is give you an advantage? Maybe, it depends on the specific situation. Will a shoe that is significantly too big for your foot going to give you an advantage? No, because your foot won't be stable inside the shoe and you'll end up tripping over your own feet.
Lets say your car weighs 4,000 pounds and you set all 4 of your tires at 40 psi. Assuming completely equal weight distribution, each tire is feeling 1,000 pounds of force from the weight of the car (1,000 x 4 = Total Weight). The air inside the tire is at a given pressure that supplies an equal force to counteract the force it feels from the weight of the car. That force is distributed over a surface area of the tire's tread in contact with the road (known as the contact patch). In this case, the 40 PSI supplies 1,000 pounds of force, creating a 25 square inch of contact patch (1,000 / 25 = 40).
This is independent of tire width. Both a 265 tire and a 295 tire will create that same 25 square inch contact patch. What changes is the shape of the contact patch and how evenly the force is applied across the contact patch.
And what matters most is dynamically how that contact patch changes while being subjected to the ever-changing loads it feels while driving; acceleration, braking, cornering, and especially how it transitions between those states.
Edit: I should also add that in reality it is way, way more complicated than I described above, but without going through a few years of Engineering classes, the explanation above will have to do.
Last edited by msd3075; Aug 27, 2020 at 06:19 PM.
But the amount of grip you will gain will be pretty much unnoticeable to anyone but professional-type drivers that know what they're doing at the limit. You, along qith 99% of people on here, won't notice a difference.
And I'm not all that smart. Ask my wife. But I do have a Mechanical Engineering degree and almost went to work as a Race Engineer for a sports car team when I was not long out of school.
Last edited by msd3075; Aug 27, 2020 at 07:51 PM.









