So I was out for the holiday weekend, this thread's been busy lol
I'll try to respond to these one by one:
I guess you deleted your post about brainstorming coil springs for the newer Rangers... You should be happy to know (if you don't already) that many of these same principles can be applied to the new Ranger too.
Leverage ratio would be determined by the position the coilover is mounted to the lower control arm (LCA) between the bushings (pivot axis), and the lower ball joint (wheel), and can be used the same way in making a coil spring selection.
On a Tacoma I know the ratio is 1.9:1 and springs are ~550-700PPI (dependent on cab/engine/WB/trim configuration). The Ranger likely is very similar.
On your coil springs page, I think you might have the "spring will stand up" and "spring will fall over" descriptions backwards for Tangential and Square (the Tangential type is like what you would use on a coilover shock that has flat spring seats, Square requires a pocket or recess within the spring seat for the end of the coil to set into.
I'm curious about your info about the Supercabs having a 1" taller spring height than standard cabs... I've been under probably over a dozen of these trucks (Reg cab and Supercab) and have not noticed this (infact, it was the
4-cyl Reg Cab 4x4s that seemed to sit an inch
higher than everything else). My buddy's '93 Supercab sat at the same height my '94 Reg Cab did when they were stock (both are 4.0L). Unfortunately I don't have a stock loaded coil measurement to provide since his is lifted now, but 10.5" is what mine was. With the geometry of the beams & brackets all being the same no matter the cab style, I cannot imagine how there could be any coil height difference between my buddy's truck and mine.
On the "Understanding Leverage" page, this part isn't correct:
Differential Placement: The differential is mounted on the passenger beam but positioned on the driver’s side. The driver’s side beam uses a slip-joint axle to allow for the independent movement of the beams.
The differential is mounted to the driver side beam. A slip-yoke & universal joint on the axle shaft allows delivery of torque to the (independently moving) passengerside wheel.
The further the spring is from the pivot point (in other words, the longer the distance between the radius arm attachment and the spring), the more leverage the axle beam can exert on the spring.
I'm not following this one (radius arm? or beam?)
Jim, I sincerely apologize, but as I get further & further down the page, I seem to be getting more & more lost. The part on Motion Ratio is particularly confusing (a wheel is part of the
unsprung weight, or "unsprung mass". The "sprung mass" is the whole vehicle itself, minus axles, wheels, tires)... Another part says a longer lever (suspension beam)
reduces (!?) the force applied to the spring (the opposite is true, so that whole section appears to be in error. Even when trying to use your numbers, I get final results that are different than what you have)...
"Weight on the front axles and wheels: 200 lbs" seems to have a typo (and appears several times)... If that is the weight
of front axle, tires, wheels that needs subtracted from total vehicle weight on front axle to come to Sprung weight, then it's a bit more than 200lbs... the axle alone probably weighs that.
Each of the pages also don't seem to account for the pivot axis being at a diagonal from the beam pivot to the RA bushing, and this is going to change every calculation on the page. Measuring only from the beam pivot (as you have it), the leverage factor will NOT come out to 1.43 for both the driver & passenger beams because the beams themselves are not the same length. However we do know that the pivot
axes are symmetrical because the pivot axis
is from the beam pivot to the radius arm bushing. Measured from the correct pivot axis, the leverage ratio
will be the same for both sides.
I made up another diagram like the one I spoke of earlier:
Looking at it, you can see how both axes (Red) run from the pivot to RA bushing, and are at the same angle, the distance from the pivot axis to the wheel (Blue) is the same for both sides, and the distance from the pivot axis to the spring (Green) is the same for both sides. If this is not properly accounted for, people are going to end up with lopsided trucks, and they will wonder what they are doing wrong.
I know you have probably put a ton of time into these pages, but I'm just not sure how many will be able to follow them well (does anyone else have an opinion on this?)