As I was/am adding a 4WD driveline, I was wondering about deriving
velocity (for the dashboard velocity dial) from the gearbox.
Suppose you have 3 differentials, a viscous one (center) and 2 other
types in front and rear. If the front diff ratio is different from the
rear diff ratio (where ratio is the inherent gearing ratio from ring
gear to side axles), or if the front and rear wheels have different
radii, how would you derive 'velocity' for your dial?
For a single diff, I can solve the relationship between gearbox speed
(=driveshaft speed) and wheels by the formula:
perceivedVelocity=gearbox->rotVel*diffRatio*wheelRadius
(as rotVel is in radians/sec, the circumference of the wheel,
2*PI*wheelRadius, falls out and you're left with just the above).
The problem seems that for more than 1 diff, if the front and rear
have a different 'diffRatio*wheelRadius' product, then depending on
where the torque flows most, you get a different (inaccurate) velocity
dial.
Does anybody know how this is solved in real cars?
I would perhaps guess that the differential ratios in both front and
rear diffs are the same, but that still doesn't account for
differences in wheel radii.
BTW; A small other question for some clutch analysis. It seems my
and a clutch capable of 650Nm. Would a ratio of about 3:1 when it
comes to engine vs. clutch capacity be a general one? (I'm just using
that to suggest clutch torques to a car builder, and clutches with
very high capacity can make the car drive off a little less easy)
Thanks,
Ruud van Gaal
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