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Cycling vs running up hill

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Road Cycling
Published
26 April 2004
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28 April 2004
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Steve Gerdemann
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  1. The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

  2. In article <[email hidden]>,

    (Steve Gerdemann) said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

    Many years ago I read that above 15% leads to walking being
    more efficient.

    MrBob

    ___________________________________________________________-
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  3. "Steve Gerdemann" <[email hidden]> wrote in message
    "]news:[email hidden]...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

    I don't know about world-class, but I followed a runner
    about 2 miles up a Canyon in Utah once... boy that was a ego
    killer! Couldn't even gain on the dude. Only upside was he
    never looked behind until he turned around. I'm glad he
    didn't. If he had seen me and then dropped me, I don't know
    if I would have ever gotten on a bike again 🙂

  4. Next time you get to wondering, Google.

    tinyurl.com34jml

    J.

    "Steve Gerdemann" <[email hidden]> wrote in message
    "]news:[email hidden]...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

  5. [email hidden] (Steve Gerdemann) wrote in message news:<[email hidden]>...

    Quoted message said:

    Is it possible for a world-class runner to beat a cyclists
    time on a steep enough slope?

    Yes.

    JT

  6. In article <[email hidden]>,
    MrBob <[email hidden]>

    Quoted message said:

    In article
    <[email hidden]>,

    (Steve Gerdemann) said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground
    a bike is much faster but when the road turns up the
    cyclist has the disadvantage of having to lift more
    weight up the hill. So if the hill is steep enough can a
    runner beat a cyclist and if so how steep does the hill
    have to be for the runner to win.

    Just wondering Steve Gerdemann

    Many years ago I read that above 15% leads to walking
    being more efficient.

    Sounds about right. A retired co-worker was an avid trail-
    runner and one-time competitive cyclist (he regularly took
    his bicycle or jogged to work until he retired, and he had a
    longer commute than me).

    His analysis was that on the steepest trails (and 15% sounds
    about right to me), the joggers could outrun the cyclists.
    At some point on certain very steep and very technical
    descents, joggers can have an advantage over most, but
    probably not all cyclists, if the descent is at least
    theoretically navigable on a bike.

    The issue there becomes whether or not the cyclist can
    descend without dismounting. If they can, they probably win.
    If not, advantage: jogger.

    Sadly, the famous Welsh Man v Horse v Bike race has had to
    temporarily discontinue the v Bike part, apparently due to
    legal technicalities.

    Look under June:

    lafesta.co.ukbizarre.html

    The few published accounts I can find indicate that serious
    mountain bikers have participated in this 22-mile race for a
    while (including Jacquie Phelan), and the very best cyclists
    have beaten both man and horse. It has been remarkably
    close, but reports I have indicate that no solo runner has
    ever beaten the winning horse on this course, and there is a
    #24,000 prize for any runner to do so.

    Of course, You could construct a simple obstacle that would
    simply and massively favor any one of rider, runner, or
    horse, thus demonstrating that victory is very course
    dependent:

    For horse to win, simply put one or more horse-jump (say, 5'
    or so?) in the course. Horses seem to win on relatively
    short power courses where the efficiency of a bike counts
    for little, and on obviously horse-specific obstacles where
    bikes are at a disadvantage.

    For the runner to win, put in one or more switchback climbs
    too steep for a horse to easily navigate, or more simply, a
    6' ladder to the top of a cliff.

    For the cyclist, a super-steep, non-technical descent will
    favor them above all others, or a horse-unfriendly obstacle
    such as a ladder bridge or even a cow crossing too wide to
    be jumped by a horse. In general, the longer the course, the
    more the bicycle is favored. At the extreme level, I don't
    think a horse and rider could outpace any stage of the Tour
    de France, for example.

    Horses for courses,
    --
    Ryan Cousineau, [email hidden]
    sfu.cawiredcola President, Fabrizio
    Mazzoleni Fan Club

  7. The last year I lived in NorCal (1985) there was a runner
    vs. cyclist event scheduled for one of the hills in San
    Francisco, I've long forgotten exactly which one. I never
    heard about the results (pre internet!)

    Isn't there an event on Mt. Washington, NH that pits
    wheelers against runners? Or at least there used to be.

    I know, google it.

    "Steve Gerdemann" <[email hidden]> wrote in message
    "]news:[email hidden]...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

    -----= Posted via Newsfeeds.Com, Uncensored Usenet News =-----
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  8. Arthg said:

    The last year I lived in NorCal (1985) there was a runner
    vs. cyclist event

    Not versus, but one before or after the Marmotte
    (cyclosportive around Alpe d'Huez) there's a running race
    from Valloire up the Galibier...

  9. Bestest Handsander said:

    "Steve Gerdemann" <[email hidden]> wrote in message
    "]news:[email hidden]...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground
    a bike is much faster but when the road turns up the
    cyclist has the disadvantage of having to lift more
    weight up the hill. So if the hill is steep enough can a
    runner beat a cyclist and if so how steep does the hill
    have to be for the runner to win.

    Just wondering Steve Gerdemann

    I don't know about world-class, but I followed a runner
    about 2 miles up a Canyon in Utah once... boy that was a
    ego killer! Couldn't even gain on the dude. Only upside
    was he never looked behind until he turned around. I'm
    glad he didn't. If he had seen me and then dropped me, I
    don't know if I would have ever gotten on a bike again 🙂

    Ever have a bunch of in-line skaters stay with you on
    rolling terrain? Grrrrrr...

    Steve

    --
    Mark & Steven Bornfeld DDS
    Brooklyn, NY
    718-258-5001
    dentaltwins.comdentaltwins.com

  10. [email hidden] (Steve Gerdemann) wrote in message news:<[email hidden]>...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

    37.23 degrees.

  11. Quoted message said:

    one before or after the Marmotte

    one day

  12. [email hidden] (Steve Gerdemann) wrote in message news:<[email hidden]>...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering. Is
    it possible for a world-class runner to beat a cyclists
    time on a steep enough slope? Obviously on level ground a
    bike is much faster but when the road turns up the cyclist
    has the disadvantage of having to lift more weight up the
    hill. So if the hill is steep enough can a runner beat a
    cyclist and if so how steep does the hill have to be for
    the runner to win.

    Just wondering Steve Gerdemann

    Based on the calculations and some heft assumptions - the
    maximum angle at which a bicycle can maintain forward
    motion - I think somewhere in the low 30% range is more
    likely from personal experience. When the runner takes over
    is when they can "scramble" by using their arms for an
    extra point of contact.

    The logical next question is - over what distance?

    westernwheelers.orgRatingC
    limbs.html

  13. In 1976 A buddy of mine did the Mt. Washington Hill Climb
    bike race and most of the US Olympic Road Team was there
    too. He was a decent x-country runner in college and
    somewhere near the top he got off his bike and ran with it
    to the finsh and won the race.

    -WG

  14. For years the record in climbing the Mt. Washington Rd was
    held by runners. The first person to break that record on a
    bike was, I believe, John Allis in the 1970s.

    JT

  15. In article <[email hidden]>,

    Mark & Steven Bornfeld DDS said:
    Bestest Handsander said:

    "Steve Gerdemann" <[email hidden]> wrote in
    message
    "]news:[email hidden]...

    Quoted message said:

    The time trial on the L'Alpe d'Huez got me wondering.
    Is it possible for a world-class runner to beat a
    cyclists time on a steep enough slope? Obviously on
    level ground a bike is much faster but when the road
    turns up the cyclist has the disadvantage of having to
    lift more weight up the hill. So if the hill is steep
    enough can a runner beat a cyclist and if so how steep
    does the hill have to be for the runner to win.

    Just wondering Steve Gerdemann

    I don't know about world-class, but I followed a runner
    about 2 miles up a Canyon in Utah once... boy that was
    a ego killer! Couldn't even gain on the dude. Only
    upside was he never looked behind until he turned
    around. I'm glad he didn't. If he had seen me and then
    dropped me, I don't know if I would have ever gotten on
    a bike again 🙂

    Ever have a bunch of in-line skaters stay with you on
    rolling terrain? Grrrrrr...

    No. Have you tried doing intervals?

    Currently building up a 21-speed BMX so I can chase down
    triathletes in style, to be followed by the 7-speed folding
    bike from Hell (actually from Austria),

    --
    Ryan Cousineau, [email hidden]
    sfu.cawiredcola President, Fabrizio
    Mazzoleni Fan Club

  16. Near here, there _was_ a multisport event that had a
    mountain bike event and a mountain running event on the same
    course, albeit in opposite directions.

    It's basically a 21km mountain race; course description is
    here: <http://www.bevmultisport.com/pulpitdescription.html>

    Best runners just beat the best mountain bikers...
    <bevmultisport.comprpresults02.html

  17. A couple of years ago Martin Fiz (that was a top level
    marathoner) challenged any cyclist in a race to climb the
    hardest section of the Angliru.

    The challenge was picked up by Chechu Rubiera (and O.Sevilla
    was supossed to have been interested too), but just one day
    before the competion Fiz claimed he got injured . I do not
    know what happened next, but this challenge had a lot of
    media coverage in Spain. Even the athletes were a bit taken
    aback by its repecusion.

    "Ryan Cousineau" <[email hidden]> wrote in message news:rcousine-
    [email hidden]...

    Quoted message said:

    In article <[email hidden]-
    news.com>, MrBob <[email hidden]-

    e.com.dontspamonme said:

    In article
    <[email hidden]>,

    (Steve Gerdemann) said:

    The time trial on the L'Alpe d'Huez got me wondering.
    Is it possible for a world-class runner to beat a
    cyclists time on a steep enough slope? Obviously on
    level ground a bike is much faster but when the road
    turns up the cyclist has the disadvantage of having to
    lift more weight up the hill. So if the hill is steep
    enough can a runner beat a cyclist and if so how steep
    does the hill have to be for the runner to win.

    Just wondering Steve Gerdemann

    Many years ago I read that above 15% leads to walking
    being more efficient.

    Sounds about right. A retired co-worker was an avid trail-
    runner and one-time competitive cyclist (he regularly took
    his bicycle or jogged to work until he retired, and he had
    a longer commute than me).

    His analysis was that on the steepest trails (and 15%
    sounds about right to me), the joggers could outrun the
    cyclists. At some point on certain very steep and very
    technical descents, joggers can have an advantage over
    most, but probably not all cyclists, if the descent is at
    least theoretically navigable on a bike.

    The issue there becomes whether or not the cyclist can
    descend without dismounting. If they can, they probably
    win. If not, advantage: jogger.

    Sadly, the famous Welsh Man v Horse v Bike race has had to
    temporarily discontinue the v Bike part, apparently due to
    legal technicalities.

    Look under June:

    lafesta.co.ukbizarre.html

    The few published accounts I can find indicate that
    serious mountain bikers have participated in this 22-mile
    race for a while (including Jacquie Phelan), and the very
    best cyclists have beaten both man and horse. It has been
    remarkably close, but reports I have indicate that no solo
    runner has ever beaten the winning horse on this course,
    and there is a #24,000 prize for any runner to do so.

    Of course, You could construct a simple obstacle that
    would simply and massively favor any one of rider, runner,
    or horse, thus demonstrating that victory is very course
    dependent:

    For horse to win, simply put one or more horse-jump (say,
    5' or so?) in the course. Horses seem to win on relatively
    short power courses where the efficiency of a bike counts
    for little, and on obviously horse-specific obstacles
    where bikes are at a disadvantage.

    For the runner to win, put in one or more switchback
    climbs too steep for a horse to easily navigate, or more
    simply, a 6' ladder to the top of a cliff.

    For the cyclist, a super-steep, non-technical descent will
    favor them above all others, or a horse-unfriendly
    obstacle such as a ladder bridge or even a cow crossing
    too wide to be jumped by a horse. In general, the longer
    the course, the more the bicycle is favored. At the
    extreme level, I don't think a horse and rider could
    outpace any stage of the Tour de France, for example.

    Horses for courses,
    --
    Ryan Cousineau, [email hidden]
    sfu.cawiredcola President, Fabrizio
    Mazzoleni Fan Club

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