FNQ wrote:
interesting real world evidence about the beehives in a bmc a series - thanks for sharing - as you mentioned on paper or in theory the relatively low spring pressure of the a series and the light weight of the beehives would be ideal - but not in real life.
given a low lift long opening duration, would 'increasing' the base circle assist keeping the lifter on the back of the lobe..... not trying to get proprietary secrets here, just trying to see if that is a way to step further away from the lifter velocity edge- seeing if my understanding is correct?
Cheers Darryl
Maximum lifter velocity and minimum lifter radii are mathematical certainties.
Simple to calculate in either direction:
[b]To calculate max velocity for a given lifter diam[/b].
Allow for any edge chamfer or design minimum/none.
If there is chamfer designed or already supplied this is deducted from usable/available lifter radius.
Formula surmises perfectly aligned lifters/bores and no edge chamfer.
Formula: (Py/180) * lifter radius = max velocity,
assuming perfectly aligned lifters/bores and no chamfer.
[b]To calculate min. lifter diameter for given velocity[/b].
The velocity (actual, smoothed or designed) will determine the required usable/available lifter diameter/radius.
Either allow for any edge chamfer by adding to required minimum radius or have no chamfer.
Formula: velocity / (Py/180) * 2 = min available lifter diam.
cheers Ben