Yes I agree, dividing the 1.7 by 108 does give that figure, which as you say equates to a tiny angle change. Thats the reason i ended up plotting it out in my CAD programme (I design exhibition stands), because when I put the ratio of V 1.7 (43mm) to H 108 (2743mm) into an online calculator it returned the degree value of 0.898.
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So I drew up a very basic representation of the frame rails at horizontal and sitting at the current rear height, with a representative upper BJ set horizontally back from the contact point of the tyre to give a nominal caster of 3 degrees. Then using the centre of the front wheel as the pivot point I rotated the frame to reach the new height at the back +1.7" so the dashed horizontal line on the second drawing is the original line of the frame rail and the angled dashed line represents the frame angle with the rear lifted +1.7 the dimensioning tools in the CAD programme are generated by the programme not my maths so it automatically finds the angle between those 2 lines.
Also another thing I wasnt expecting, I dont know if you saw on the drawing, but the change in frame angle does not directly corelate to the reduction in caster, so the frame angle is +0.88deg but this only reduces caster by -0.29deg. I had assumed that it would be like tilting a table and the top and the legs would rotate by the same amount. In this case I believe that the reason it doesnt is that the caster angle is from the contact patch to the upper BJ whereas the frame angle is from the rear of the wheelbase to the centre of the front wheel so the origin points of those 2 angles are in different places creating 2 differntly proportioned triangles.
It was interesting Blu's comment above seems to tally in roughly with what I found from the drawing.
Anyway for all the drawings and calculators, the reality is I need to drop the rear height using the adjustable spring hanger because it looks silly and isnt as nice to drive as before. I doubt ESPO sent the incorrect springs their reputation tends to make me think not, but the springs that were on there must have been really worn out as the difference in height now is pretty big. To be honest going out and re checking from axle centre to arch with the wheel off its probably more like 2.5". Lucky I fitted adjustable hangers!
EDIT: SO I THINK I HAVE THE ANSWER!
SOH CAH TOA. sine would be for if i knew the opposite and hypoteneuse sides, I dont, I know the opposite and adjacent so I need tan, actually I need inverse tan. School was worth something.
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When you lift the rear end, you are rotating the front of the car around the front axle, the spindles. Of course, that also happens to be the caster angle.
Maybe I am missing something, but I see the caster angle change to be the tan of angle 0.016, which also happens to be 0.016 degrees.
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While I tend to be a bit of math nerd myself, I'm not sure that the calculations you guys are doing are representative. @Righty 's calculation of .3° for 1.5" seems to be in the ballpark for me, but I'm not sure his math/methodology is absolutely correct (it may be!).
But yeah, having actually MEASURED the caster change with a 2" change in the front/rear rake on my car and had the alignment come up with ~.5° of a difference, I would say the difference should be close to that ballpark with minor changes one way or another based on the particular set up of the car in question. It is a matter of tenths of a degree of change, which is significant. Not hundredths.
That would also be backed up by the noticeable change in steering characteristics, because losing a half degree of caster (or close to it) on a car that doesn't have that much to begin with would be noticeable.
I suppose I could put my car back on the turn plates and slip plates and throw a block on top of the slip plates and measure it again, but I don't think I'll have to the time to be doing that for a bit as I'll be working all weekend.
As Rusty Rat Rod often says a picture is worth a thousand words. Sorry it's raining here so the afters are garage pics. Here is a before on the left and after on the ride height with the ESPO +1" springs, as i said either they sent me +2" by mistake, (unlikely but possible) or my old springs were totally FUBAR. It's about 2.5" difference using the basic measurement of floor to arch lip. Shackles are very upright I loosened them and gave it a bounce but no change. I might loosen up the U bolts to see if it's bound up. On another note that touch up spray around the back corner of the door makes me dread what I'm going to find under there. Although the rails look pretty solid from underneath.
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My guess would be that your original springs were completely worn out, and the +1" springs that ESPO sent you will probably settle another inch with some miles and time. All springs settle a bit.
So that measurement is taken from the bottom of the adjusting blade (torsion bar adjusting lever) to the bottom of the lower ball joint housing. The Barracuda was a bit lower than other A-bodies, which run that A-B measurement at 1 7/8". Either way if you're getting 0 that means your car is sitting fairly low in the front, and it should sit higher if you're not running larger aftermarket torsion bars and have adjusted your bump stop heights.So I just checked the suspension height at the front, from the bottom of the adjustment blade to ground is 8.7" and from the bottom of the LCA knuckle is also 8.7". According to the FSM the suspension height for the Barracuda should be 1 3/8" +- 1/8". So unless i am taking my measurements in completely the wrong place that would be 1 3/8 lower than factory spec interesting.
Here's a blown up version of the FSM showing the measuring locations
But yeah, also not uncommon for these cars to be sitting low in the front. Especially if the stock torsion bars are still in place, torsion bars sag just like any other spring, they just do it radially. And that lowers the car.















