Adjustable Spring Platforms
by
Adian Yein Khalid
Spring
Sag
When springs are designed and drop figures quoted, the engineers take
into account sag after about 2000kms of use. For example the 40mm drop
quoted for the Sapura Ledas takes spring sag into account, therefore
upon installation actually you'll be looking at a 25-30mm drop, which
will settle at 40mm after about a month of normal driving.
Even coil over's from Leda, RG, APM, etc sag after installation, there
is nothing to get alarmed about. My Tarmac Rally RGs at 7kgmm took a
little longer though, about 2 months, and I had to reset the alignment
to cater for the slight change in toe and camber.
Spring
Pre load
Spring
Pre load, is another matter.
Upon
installation, the springs may be "preloaded" that is pre-compressed
by a few mm. This "preloads" the spring by a certain weights,
i.e. if the spring rate is 10kgmm, pre-compressing the spring by 2mm
preloads the spring by 20kg.
Thus,
if you pre load the all four springs by 20kg, for example, and you weigh
80kg, when you sit in the car, it will not drop down any further, even
with your weight sitting in it. (20kg * 4 corners = 80kg). This is because
up to 80kg in total has been "pre-loaded" and "pre-stressed"
so anything less than 80kg sitting in the car will not alter the ride
height at all.
However,
if all the springs in the car were only preloaded with 10kg each, and
you still weighed 80kg, when you sit in the car, the car will drop by
1mm on all four corners (40kg / 4 corners = 10kg each corner. As the
spring rate per corner is 10kgmm, so 10kg per corner drops the car by
1mm).
This of course is a simplistic example, assuming that the weight distribution
of 25% per each corner of the car, and that you sit smack in the middle
of the car to distribute your 80kg weight evenly.
How is this done?
Adjustable
Spring Platforms
Easy.
Adjustable spring platforms! This is the original use of adjustable
spring platforms, to pre load the springs at different corners to adjust
the corner weights, not so much to lower your car! The amount the car
is lowered should be dependant on the free-length of the spring, not
adjustment of the spring platform.
Why do you want to pre load your springs?
You want to be able to adjust the pre load of your springs so that you
can adjust the dynamic weight distribution of the car to equalize on
the left/right on the front and left/right at the rear.
Assume
your Proton Satria has a weight distribution as thus:
|
Left |
Right |
TOTAL |
Front |
330kg |
370kg |
700kg |
Rear |
160kg |
140kg |
300kg |
TOTAL |
490kg |
510kg |
1000kg |
You
can obviously see that the corner weights are all over the place, and
this will lead to a handling imbalanced, with the car being able to
take right handers better than left hander (as there's more weight on
the right hand side, so less weight will be transferred to the left
hand side when turning right).
Also,
as the weight bias is diagonal, lifting off and then accelerating again
mid-turn will cause the car to be erratic and unstable.
By adjusting the pre load, we can cater for this imbalance. Recall how
pre loading a spring by a certain weighted means that any additional
weight in the car up to that preloaded weighted will have no effect
on the ride height?
So,
we could pre load the RF spring by 40kg, to make the 40kg difference
from the RF dynamically disappear (actually redistributed to the LF).
In the real world, we wouldn't add a true 40kg pre load, because the
effect on redistribution of weight is dependant on where the weight
actually is. If the extra 40kg is further towards the middle of the
car, then we might have to pre load more, and vice-versa.
With
our "lowering" adjustable platforms, we can achieve the same
result by adjusting the corners which carry a heavier load to have a
higher height adjustment, and the corners which carry a lighter load
to have a lower setting. The weight will work itself out, and your car
will sit flat and have closer Left-Right corner weights.
Hope
this has session has been educational. Today's program has been brought
to you by the letters F and U, and the number 103,842.