Considering how long it's taking for my case, let's assume this 2275 through the spring time.
I did go back and do some measurements and calculations. These measurements are close and good enough to get a warm and fuzzy. By no means perfect.
Axle pivot to center of the tire, 21.5"
Axle pivot to stock spring plate mounting point on the axle, 17.5"
Axle pivot to narrowed spring plate mounting point, 14.5"
Spring plate length from torsion bar to center of the axle, 17.5"
With the stock suspension setup, let's estimate the torsion bar deflects 1 degree. Let's us my 28mm bars, that's 1651lbs loaded on the bar. With a 17.5 arm, the axle at the spring plate mounting point moves upward, sin(1)*17.5 = .305". Using similar triangles the tire moves, .305"*21.5/17.5= .375".
Using the narrowed torsion housing, same force applied, 1 degree of rotation, sin(1)*17.5=.305". Again with the similar triangles, the tire moves .305"*21.5/14.5= .453". A 20% increase in tire movement. More squat.
So basically with a narrowed torsion housing, it requires a 20% more spring rate to be equivalent to a standard torsion. My 28mm bars at 1651lb/degree in narrowed torsion are approx the same as a 27mm bar at 1333lb/degree in std torsion position. A 30mm bar is 2031lb/degree in a narrowed torsion would be equivalent to a 28mm in standard position. (2031-1651)/1651*100= 23%
Calculation checker, assuming same force, 1651lbs but on a 30mm bar, the deflection is 1651/2031 = .813 degrees. Sin(.813)*14.5= .248" at the spring plate axle point, using similar triangles tire movement is .248*21.5/14.5= .368"
.375" with 28s in standard position vs .368" with 30s in narrowed position. All this will be linear, so as the suspension compresses more or less it will have the same 20% effect across the board.
My car is pretty heavy in the rear, I went a little crazy beefing up the frame horns and tying into the cage. Might add too it.
None of this takes away from the fact the car needs more power