Recumbent bicycles · Public discussion

Engineers Advice on Pantours

Started by Greyfx2 · · Last activity · 4 posts · 753 views

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Recumbent bicycles
Published
16 January 2004
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17 January 2004
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Greyfx2
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  1. Any of you engineering types .....

    On my Pantour hubs I can adjust the angle of deflection. In order to attain the softest ride do I
    want the deflection directed:

    A) Perpendicular to the ground

    B) Slightly rearward of perpendicular (this SEEMS to be what Pantour advises)

    C) Parallel to fork

    D) Directed toward the seat or
    E) Some other direction??

    My physics education ended after freshman college physics ... and that being nearly 40 years ago, I
    don't remember much from those years (at least not much of value). Not holding anyone liable for
    making a best guess (but you do risk a correcting post by Tom Sherman 😉

    DeVon

  2. Not an engineer here, but I'll take a shot. Any real engineer types, please feel free to
    contradict me.

    I'd say aft of perpendicular (which is indeed what Pantour recommends).

    Here's why:

    The bike is moving forward as the wheel strikes a bump. So if you add up the vectors (you do
    remember those, right?) you get the bump imparting a rearward force (opposite the direction of
    travel) plus an upward force due to the height of the bump. The resulting force points up and aft at
    some angle which probably depends on the speed of the bike and the stiffness of the elastomer.

    So, logically...if she weighs the same as a duck...she's made of wood...

    (sorry, wrong movie).

    Logically, if the force is pointing up and aft, then that's the axis along which the suspension
    should move.

    There's also the fact that the fork and frame flex (lock your front brake and move the bike fore and
    aft to see how much flex there is...you might be surprised), but I'm not even remotely qualified to
    consider the effect that might have.

    In article said:

    Any of you engineering types .....

    On my Pantour hubs I can adjust the angle of deflection. In order to attain the softest ride do I
    want the deflection directed:

    A) Perpendicular to the ground

    B) Slightly rearward of perpendicular (this SEEMS to be what Pantour advises)

    C) Parallel to fork

    D) Directed toward the seat or
    E) Some other direction??

  3. Andrew Douglas <[email hidden]> wrote in message news:<[email hidden]>...

    Quoted message said:

    Not an engineer here, but I'll take a shot. Any real engineer types, please feel free to
    contradict me.

    I'd say aft of perpendicular (which is indeed what Pantour recommends).

    Here's why:

    The bike is moving forward as the wheel strikes a bump. So if you add up the vectors (you do
    remember those, right?) you get the bump imparting a rearward force (opposite the direction of
    travel) plus an upward force due to the height of the bump. The resulting force points up and aft
    at some angle which probably depends on the speed of the bike and the stiffness of the elastomer.

    So, logically...if she weighs the same as a duck...she's made of wood...

    (sorry, wrong movie).

    Logically, if the force is pointing up and aft, then that's the axis along which the suspension
    should move.

    That was my original inclination as well. But does it matter that what I wish to minimize is force
    to the seat, as opposed to force to the dropout? .... in other words, does it matter how the force
    is transferred from hub to seat .... or am I overthinking this?

    It would be really nice if one could change angle of deflection much as the optometrist changes
    lenses to optimize clarity .... "#1 or #2? .. now #1 or #2?", but of course a trial, followed by the
    15 minutes or so it takes to change the deflection angle, followed by another trial, is much less
    conducive to the trial and error approach.

    Can you tell the weather is pretty bad for riding in northern IN (too much analysis/too
    little cycling)?

    A side note FWIW .... just had opportunity to have a "product support" discussion with the good
    people at Pantour. After a couple of emails went disappointingly ignored, I got on the phone and, as
    usual, found
    Mr. Lund extremely helpful and accomodating ... like I said these are truly "GOOD people".

    DeVon

  4. I do believe you might be overthinking it. Consider that the resultant vector's direction should
    change with velocity of the wheel.

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