hmmm, so you,re saying that adding a 1mm washer has increased the strength of the spring by 12.5% when its half pressed, and 5.5% when its fully pressed then paul ?
that sounds odd to me and contradicts the "same springrate" regardless of preload rule tho eh.
if you add a 1mm washer to a 40mm spring and then preload it to 39mm, you will have double the preload of a 40mm spring @39mm (2mm of preload instead of 1mm of preload) so thats an increase of preload of 100%.
and when compressed to zero cam lift that may be your 12.5% figure and full cam lift your 5.5% figure ?
but thats an increase of preload not strength tho eh paul ?.
i think erik has in fact increased the poundage/strength of the spring, because he has compressed a 41mm spring down to 24mm (a stock setup would compresses a 40mm spring down to 24mm eh)
but that is only an increase of 2%ish tho
No, Erik hasn't done that. Standard 40mm spring would be compressed to 24mm with no shim, i.e. 16mm compression, (40-16=24). With a 1mm shim the standard 40mm spring will have actually been compressed to 23mm, i.e. 17mm due to the 1mm shim (40-17=23). It's still having to remain within the same 24mm space. This is shown in Erik's photos that you keep referencing
Similarly a standard 40mm spring with 5mm of shims would be a 40mm spring compressed to 19mm, (40-5-16=19). Still within the 24mm space.
We already agreed previously that the spring has the same rate.
We also agreed that there was a load holding the valve closed that was equal to the spring preload.
In order to open the valve we must first counteract the force holding the valve closed, i.e. acting against us before it can open.
This is also supported by Paul's calculations where you can see the required force to compress the spring by 10mm remains unchanged, as agreed. i.e. the spring rate is
not changed. However, both the closed load and the total force when open has increased as a result of the increase in preload.
valve seating force with stock 8mm preload = 1.3341 x 8 = 10.67kg
peak valve lift force = 1.3341 x (8 + 10) = 24.01kg
valve seating force with stock 8mm preload & 1mm spacer washer = 1.3341 x (8 + 1) = 12.01kg
peak valve lift force with 1mm spacer washer = 1.3341 x (8 + 1 + 10) = 25.35kg
Force required to move valve 10mm with 8mm preload -
24.01 - 10.67 = 13.34kg
Force required to move valve 10mm with 9mm preload -
25.35 - 12.01 = 13.34kg - the same
If the required force when fully open remained the same as you state at 24.01kgs, with an increased preload of 12.01kgs due to the additional 1mm shim, the required load needed to open the valve to peak lift would be as follows;
valve seating force with stock 8mm preload & 1mm spacer washer = 1.3341 x (8 + 1) = 12.01kg
original peak valve lift force = 24.01kg
Force required to move valve 10mm -
24.01 - 12.01 = 12kgs
As you can see, the load required to fully open the valve has now decreased. The only way for this to happen would be to change the spring rate, which we have already agreed does not happen.
The below website may help you understand the relationship between preload and spring rate, (i.e. preload does not effect spring rate). Especially so since you were referencing coilover suspension systems. Bare in mind though that the valve has to move by a fixed amount dictated by the cam, unlike a coilover unit, which will only move as a result of the weight applied. If you set coilover preload to more than the vehicle corner weight, (which would be the same as the valve spring scenario), it will not compress in a static state and make for an utterly horrid drive!
http://www.zoomsquared.com/resources/technical-information/coilover-spring-preload-explained