Peugeot crazy? was: Very sad selling my baby

From: f s (for888sale@yahoo.com)
Date: Mon 18 Nov 2002 - 22:06:05 EST

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    I was looking for pics of those Japanese factory
    ‘contests’ where employees made funny vehicles. Square
    wheels were popular. I couldn’t find pics, but…
      :-)

    --- MATSUBAYASHI 'Shaolin' Kohji
    <shaolin@rhythmaning.org> wrote:
    > At Mon, 18 Nov 2002 20:43:20 +1100,
    > Angus Gratton wrote:
    > >
    > > >i am sad to say that i no longer have the ability
    > to take care of my
    > > jet black 1985 505 turbo.
    > >
    > > Want to export it to Australia? :-P
    > >
    > > (Just kidding I guess... why oh why couldn't they
    > have put in the
    > > effort to convert some 505 Turbos to RHD!)
    >
    > Yes, just for curiousity...
    >
    > Every car in Australia should not be LHD?
    > Is it unlawful to have LHD cars in Australia?
    > Should LHD owners pay extra tax or something?
    >
    > And how is it like in other countries?
    >
    >
    > We Japanese may be the craziest people on earth:
    > there are both LHD and RHD, and many highways and
    > parking lot
    > even have two tollbooths for LHD and RHD (Doh!)
    > Shame on us!

    heh :-)

    > Recently someone posed this problem to me, but we
    did not agree on the
    > best solution.
    >
    > If one has a square wheel, is there a shape that the
    ground could have,
    > that would allow the wheel to roll absolutely
    smoothly, i.e. with the
    > "axle" of the wheel not making any vertical
    movement?
    >
    > It's pretty obvious that the ground would have to
    have a shape something
    > like a succession of semicircles, but I don't know
    if this is the best
    > solution. Also (assuming a semicircle), what would
    be the ratio of the
    > side of the wheel to the diameter of the semicircle?
     And would the
    > semicircles be directly adjacent to each other, or
    would there be a gap
    > between them?

    It turns out the bumps should be catenaries, not
    semicircles.
    This can be solved using some differential equations.
    Stan Wagon (Macalester College) made a working
    square-wheel bicycle.
    There was a picture published in the newspaper last
    year that
    shows it actually working. Here it is...

    <http://www.math.ohio-state.edu/~edgar/square_wheels.jpg>

    http://www.google.com/search?hl=en&lr=&ie=ISO-8859-1&q=Stan+Wagon+%28Macalester+College%29+square-wheel+bicycle&btnG=Google+Search

    and

    http://www.studyworksonline.com/cda/content/article/0,,EXP1178_NAV2-95_SAR1180,00.html

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