Eric you beat me to it. I was a bit lazy at 11.30 last night to root around in the basement.
I would try adjusting the compression adjustment on your GSXR shock. FWIW, I weigh in at 160lbs (72k or so) with gear and I also have the preload down about as far as your picture.
I set the sag (30mm) via preload and fine tuned the rebound and compression to where I thought it performed the best on corner exit and entrance. I wasn't too concerned with how plush it was.
-Randy
Different time zones so it wasn't so late here. :)
The preload on the gsxr shock in that photo is different to on the bike.
http://s38.photobucket.com/albums/e118/edorp/bandit%20shock/?action=view¤t=IMG_8786.jpgIt's cranked up a bit further on the bike, I should probably adjust it since I've lost about 15kg since I set it up, but I don't think it's that critical.
I've tried adjusting the compression and rebound damping a bit, at first I set them at half way, then I tried reducing them and just increasing them to where I thought they were ok. I still think the spring is too stiff. But it seems to work well with a pillion on the back!
Brian, why do you say the preload should be 10-15mm in a perfect world? As I understand it, the spring rate should be chosen, then the preload should be set so that the laden sag is right. Apart from the sag, the only thing the preload affects is the suspension at full extension - higher preload will mean stiffer suspension (less responsive) at full extension eg. when braking heavily, the rear wheel will be more likely to bounce/skip than follow the road if the rear preload is high. But I think it's more important to have the spring rate and laden sag correct than to worry about the suspension near full extension.
I'm curious what formula you're using to calculate the spring rates. I've got a formula in a mechanical design textbook:
spring stiffness (in N/mm) = G*d^4/(8*D^3*n)
where G = modulus of rigidity (MPa)
d = spring wire dia (mm)
D = mean coil dia (mm) (eg from centre of wire to centre of wire)
n = number of active coils
using that formula and 6 active coils, the bandit spring comes out at 70N/mm (400lb/in) and the gsxr spring with 7.5 active coils is 88N/mm (500lb/in).
I played around with different values for G and n, I used 80000MPa for G which is in the middle of the range (79300-82700) listed in the book for steel.
If you're using 8 coils in your bandit spring calcs, maybe the formula you use takes out the first and last coils?
I'm not sure how accurate my formula is. Some Z750S fork springs I measured at 1.08kg/mm came out at 0.96kg/mm based on the formula (with G = 80000MPa) so it's possible it gives low values but I'm unsure.