Kap10merica
Well-Known Member
- Joined
- Feb 19, 2011
- Location
- Canton, nc
wats with the off center rear upper link mounts
just curious
just curious
wats with the off center rear upper link mounts
just curious
Not much has changed since 2011...
But since you asked...
-A panhard bar travels in an arc. As it moves up or down, it also moves right or left. The only point at which it does not is when it is perfectly level (parallel to the axle basically).
-In straight up and down travel, a 4 link moves only vertically, and rotates slightly front to back depending on if the links are the same length or not. Right to left motion is constrained by the triangulation of the 4 link.
-The constraining of the right-left motion of the 4 link would bind against the inevitable right-left motion of the panhard bar. Also, the potential front-back motion of the 4 link would effectively be trying to twist the panhard bar, which may or may not matter depending on the type of joints and how much articulation they have.
-The constraining of the right-left motion of the 4 link would bind against the inevitable right-left motion of the panhard bar. Also, the potential front-back motion of the 4 link would effectively be trying to twist the panhard bar, which may or may not matter depending on the type of joints and how much articulation they have.
Yep, you can get away with some things if you have bushings, but the bushing will wear out. The 4 link parallelogram in stock jeep suspensions tries to twist the axle when articulated, but the amount is small enough that the bushings absorb it and you still get great flex. I personally am a fan of a 3 link parallelogram style with a panhard bar, as you get very precise handling and great articulation.Focus on the comment about the joints. Remember this is how most of the modern Jeep suspensions are designed.
Yep, you can get away with some things if you have bushings, but the bushing will wear out. The 4 link parallelogram in stock jeep suspensions tries to twist the axle when articulated, but the amount is small enough that the bushings absorb it and you still get great flex. I personally am a fan of a 3 link parallelogram style with a panhard bar, as you get very precise handling and great articulation.
There is a ton of info that is easy to find about linking the rear of a vehicle and what numbers to shoot for in te calculator.
But when it comes to the front axle, what are some basic geometry numbers to shoot for?
I'm sure some most things carry over from the rear.
Get the uppers as high and as flat as possible and the roll axis angle as close to zero. If using a pan-hard bar, get the center of it as vertically high as practical and parallel to the drag link.
As far as the pinion change, I'm thinking if most are using a double cardan style front shaft, then it is desirable to have the uppers longer than the lowers in order to keep the pinion pointed at the tcase.
So the ideal pinion degree change would be the same angular change as the suspension travel amount.
As far as the anti-squat (a/s) , it would then become anti-dive (a/d) when applying the brake.
But how does the a/s or a/d affect the climbing ability of the front axle when under torque moving forward?
In the rear the pinion rotates upward under torque, and in the front the pinion rotates downward.
So if I'm thinking correctly about all this, and I may be completely wrong,
The higher the a/s % when analyzing a front suspension, is really the amount of torque % that will cause the front suspension to compress?
If that is the case: then a much lower front a/s number would be desirable, and just guessing here a range of 20% to 40% would be comparable to the rear a/s of 60-80%, in terms of how the suspension mechanically extends or compresses itself under torque due to the geometric design?
Looking at images of big name buggies, both rock bouncer and ultra4 stuff. It appears the front links are much closer to parallel that the rear when viewed from horizontal.
Need some help on this. Not trying start a debate on just make it all fit vs using the calculator. Just trying to get a similar range of #'s to shoot for when using the calculator for front suspensions.
Any and all help is appreciated. Hope this doesn't cloud this thread that already includes a great deal of rear link info without having to search pirate for hours. If this spins off and gets dumb, I will gladly start a separate front suspension tech thread.
DAAIIIIAMMM...trying to learn a little something here and well, ...i'm lost as i've ever been lol. reading stuff is not my strongest at all so maybe that's why...i feel pretty dumb about right now!lol sounds like great info though...don't bother replying to me/trying to make it simpler terms...i probably still don't understand. i learn visually and why school never worked out. sorry to barge in but just learnin and skimming! moving onThere is a ton of info that is easy to find about linking the rear of a vehicle and what numbers to shoot for in te calculator.
But when it comes to the front axle, what are some basic geometry numbers to shoot for?
I'm sure some most things carry over from the rear.
Get the uppers as high and as flat as possible and the roll axis angle as close to zero. If using a pan-hard bar, get the center of it as vertically high as practical and parallel to the drag link.
As far as the pinion change, I'm thinking if most are using a double cardan style front shaft, then it is desirable to have the uppers longer than the lowers in order to keep the pinion pointed at the tcase.
So the ideal pinion degree change would be the same angular change as the suspension travel amount.
As far as the anti-squat (a/s) , it would then become anti-dive (a/d) when applying the brake.
But how does the a/s or a/d affect the climbing ability of the front axle when under torque moving forward?
In the rear the pinion rotates upward under torque, and in the front the pinion rotates downward.
So if I'm thinking correctly about all this, and I may be completely wrong,
The higher the a/s % when analyzing a front suspension, is really the amount of torque % that will cause the front suspension to compress?
If that is the case: then a much lower front a/s number would be desirable, and just guessing here a range of 20% to 40% would be comparable to the rear a/s of 60-80%, in terms of how the suspension mechanically extends or compresses itself under torque due to the geometric design?
Looking at images of big name buggies, both rock bouncer and ultra4 stuff. It appears the front links are much closer to parallel that the rear when viewed from horizontal.
Need some help on this. Not trying start a debate on just make it all fit vs using the calculator. Just trying to get a similar range of #'s to shoot for when using the calculator for front suspensions.
Any and all help is appreciated. Hope this doesn't cloud this thread that already includes a great deal of rear link info without having to search pirate for hours. If this spins off and gets dumb, I will gladly start a separate front suspension tech thread.
gt1guy;32679058 said:Usually, we do not speak of anti-squat when referring to the front wheels. Anti-squat means a tendency of the rear suspension to jack up under power, countering the tendency for the rear suspension to compress due to rearward load transfer. The corresponding property at the front is anti-lift: a tendency to jack down under power, countering the tendency for the suspension to extend. Under braking, we can have anti-lift at the rear. The corresponding upward jacking tendency in braking at the front is called anti-dive. All of these can be considered forms of anti-pitch.
Negative anti-lift is pro-lift; negative anti-dive is pro-dive – and so on.
100% anti-squat is the amount of anti-squat that will make the rear suspension neither extend nor compress in forward acceleration. That doesn’t mean the car won’t pitch. It just means it will pitch entirely by rising at the front; the rear won’t go down.
For front wheel drive, 100% anti-lift is the amount that will cause the front suspension to neither extend nor compress in forward acceleration. Again, the car will still pitch, but it will pitch entirely by squatting at the rear; the front won’t come up.
Likewise, in braking 100% anti-dive or anti-lift is the amount that will result in zero displacement at the end in question when braking.
Although linguistic evolution has given us four different terms for these effects, they are all fundamentally the same thing: jacking effects resulting from longitudinal ground plane forces.