Apparently he forgot about the front fender.richard t wrote:damm! a airhead bobber, I seen a airhead chopper once, but never seen a bobber before now
And please, Richard...



etc.
Apparently he forgot about the front fender.richard t wrote:damm! a airhead bobber, I seen a airhead chopper once, but never seen a bobber before now
Bit heavy I would think. Maybe that just means you need a heavier shoe?twist wrote:that last one is.....chunky! wonder how it would handle a dirt flat track?
Without a fork brace?! Poorly, I'd think.twist wrote:that last one is.....chunky! wonder how it would handle a dirt flat track?
It's a speedway bike. No front brake.twist wrote:that last one is.....chunky! wonder how it would handle a dirt flat track?
VR=Lw:LsNative /5 wrote:Seems to me that a shock spring's geometry is neutral (vs progressive) when the length from the SA pivot to the lower shock mount equals the length from the SA pivot to upper shock mount (isosceles triangle.) Moving the upper shock mount laterally either forward or aft changes the geometry to progressive (vs neutral) with the spring rate (due to geometry) decreasing with further compression.
In the absence of actual dimensions to calculate specific Velocity RateJean wrote: ... So, we are back to: WHY?
That's what I said.vanzen@rockerboxer.com wrote:VR=Lw:LsNative /5 wrote:Seems to me that a shock spring's geometry is neutral (vs progressive) when the length from the SA pivot to the lower shock mount equals the length from the SA pivot to upper shock mount (isosceles triangle.) Moving the upper shock mount laterally either forward or aft changes the geometry to progressive (vs neutral) with the spring rate (due to geometry) decreasing with further compression.
Where VR is the Velocity Rate or Velocity Ratio
Lw - the horizontal distance between the wheel axle and the swing-arm pivot.
Ls - the distance between the shock's upper axis and the swing arm pivot
Lw varies little, so Ls largely determines any rate variation.
VR=Lw:LsNative /5 wrote:...when the length from the SA pivot to the lower shock mount equals the length from the SA pivot to upper shock mount (isosceles triangle.) Moving the upper shock mount laterally either forward or aft changes the geometry to progressive (vs neutral) with the spring rate (due to geometry) decreasing with further compression.