Originally Posted By: crosseyedwx
From what I gather, and thank you for that useful information, there is still no problem running your tires at 44psi. Now that I have more clarified information, I now better understand how loading standards are tested, but why then would they print 44 or 51psi if the tire itself is not safe at that pressure. Thank you for your civil clarification.
What I am saying is that I have driven my vehicles with tire pressures at placard and at higher pressures (printed max or slightly above), and every time, I felt I had better control of my vehicle with the higher pressures. Steering wasn't sloppy, cornering was crisper, and at 16000 miles on my current set of tires on my Kia, they literally have lost 1-2/32 of tread depth across the width of the tire (new is 11/32). Mind you, I am not an intense driver, and I know this is a sensitive subject. Thank you for your patience.
Let's put it like this: Everything is a compromise and there are a lot of compromises both in the design of a tire and the way it is used.
In the case of inflation pressure, obviously the ride quality goes down as the inflation pressure goes - and, of course, that leads to the question of the fatigue life of the rest of the vehicle components. Personally, I don't know a lot about other vehicle components, so I can't offer guidance in that area.
But tire impact resistance also goes down as inflation pressure goes up. You can subdivide "impacts" into 2 types:
1) Impacts where the sidewall of the tire folds over and touches together, and the cords in the sidewall are ruptured. Obviously more inflation pressure reduces the liklihood of this by increasing the spring rate of the tire- and obviously this type of impact is more prevalent in lower aspect ratios.
2) Impacts where an object deflects the tire in some other location and the sidewall is not squeezed together and the cords break. A longstanding tire test which simulates this is called a "Plunger Energy" test where a 3/4 diameter probe with a hemispherical end is slowly forced into the tire at the centerline of the tread. What is measured is the energy the tire absorbs before it is ruptured - the force generated times the distance traveled. Increasing the inflation pressure increases the spring rate, but because the cords of the tire are already in tension due to the inflation pressure, the probe merely adds to the tensions and the distance traveled not only is reduced for the same level of energy, but the tire ruptures at a reduced energy level.
While impacts of this type are fairly rare, the results can be quite dramatic, especially if you are traveling at high speed.
But the intent of allowing high pressures usage in passenger car tires was for high speed operation. That would involve smoother roads - which reduces the risk of an impact related failure. So I think this becomes a "wash", from a risk point of view.
In addition to the spring rate of the tire going up as the inflation pressure goes up, but the overall stiffness of the tire also goes up. This results in less wear and a faster response to steering input. Let me explore this for a moment.
Most of us aren't really aware of the time lag between our turning the steering wheel and when the tire reacts (and when the vehicle reacts). But if you do a back to back when the tire pressure is increased, almost everyone will feel the difference. However, many of us interpret this "quickness" as increased cornering power - and that would be wrong. But, certainly the vehicle feels more responsive - and that's a good thing up to a point.
I have been searching for what are called "carpet plots" of typical passenger car tires. Carpet plots are the output of a "Force and Moment" machine which inputs slip angle, camber, vertical load, and tire pressure and the output is side force.
In "the good old days", this was graphed out - and it was several graphs because of all the variables - but because this information is really of no value except when doing suspension studies, the data is now left in the form of a data table for computers to use when running vehicle simulations.
I mention this because I want to verify that increased inflation pressures results in a reduced slip angle for the same vertical load and side load - but more importantly, I want to see if the slip angle / side force is more linear at higher slip angles (I suspect it is) and that means that the vehicle will feel more predictable at higher cornering levels. (But you can also achieve this by increasing the tire's load capacity - which is what I think happened in the 1988 to 1995 time frame)
But does increased inflation pressure result in creased cornering force. When I was racing on street based tires, I thought so. But now I am not so sure.
I know that increased cornering levels benefit from reduced steering akerman (the difference between the turned angles of the front tires.) and coincidentally, this is one of the things that increased inflation pressure results in. But does this translate into actual improved grip or is it just that it is easier to control the vehicle, so the driver feels more confident and drives harder?
Lots of questions and not a whole lot of data.
But let me point out one thing:
When tires are designed, the amount of cord - both belt and casing - is carefully considered. But there is an engineering principal called fatigue. Here's a link to a Wikipedia article:
http://en.wikipedia.org/wiki/Fatigue_(material)
Please note the S-N Curve. These curves are similar for many engineering materials - including rubber.
If a tire travels 50,000 miles, it "cycles" somewhere in the vicinity of 60 million times - which is off the edge of the graph posted. But if you calculate the ratio of how much the stressed has to be reduced in order to survive 6 X10^7 cycles, you'll find it is on the order of about 5 - which means that a tire that is designed to survive 50 psi in service, should be designed to survive a 250 psi burst pressures.
If you read more of the article, you'll see that they refer to Minor's Rule, which says that under variable stress (which is what a tire experiences) the cycles to failure can be expressed as a function of the average stress. In the case of tires, we're talking about tire cords and they are prestressed by the inflation pressure - and then the "stress cycles" is applied on top of that! I don't think the stresses are reduced by using increased inflation pressure - just the opposite. And as proof I offer the aformentioned plunger energy test.
So I am urging caution until more data comes in. To give you an idea of "how much data" we need:
Deep within Dr. Govindjee's report on the Firestone tires is a statement that the actual failure rate of these tires was a fraction of a percent. This struck me, because I had come to pretty much that same conclusion based on what information I had availble to me.
Dr. Govindje was not more specific than that, so let's assume the actual failure rate was ½%. That's one failure out of 200 tires or one out of 50 vehicles. If the tires went 30K miles, then that is one failure out of 1½ million miles. So that would be a indication that things are very, very bad!
So what is the failure rate of a normal tire? Sorry, not only don't I know, and that answer has been constantly growing smaller, but it is also a company secret. But let's assume that the Firestone was a "tail of the curve" sort of thing and that at the time, normal tires were 50 times better (that's in Dr. Givindjee's report, too!).
That means the failure rate would be one out of 2500 vehicles or one out of 75 million miles! Needless to say, this is a huge number and one where the samples - the number of vehicles - has to be enormous to get meaningful results.
And I haven't even mentioned that data collection from an internet posting forum (like this one) is pretty dodgy and suspect!
Now, that's a lot of background information, but that's where I am coming from.