When I was in college, the story (factoid, rumor, old-wives tale,
whatever) was .2 seconds per pound per 1000 meters. I haven't any idea
if this has any grounding in fact, but I always suspected it was a bit
less than scientifically rigourous. I would love to hear if anyone
knows the basis for this.
Nick
Stanford RC
i'm just trying to please myself. any other opinions out there?
LEONG.
If I take the integrated form of your relationship, V2/V1 =
(m2/m1)^-2/9, it is instructive to note that if I were to reduce my own body
weight from 220 to 200 pounds (conceivable if painful!), I could be 35 m
faster over 2000 m in a 50 pound single (boat + sculls).
Is that weight-loss motivating, or what??!!
-- Dave Pratt
(P.S. just for fun: On the other hand, the same formula shows
that my (boat+sculls) would be 780 m faster if I weren't in it at all!)
On Mon, 23 Oct 1995, Ken Young wrote:
> This is asked quite often in this newsgroup. Of course the same question
> is asked regarding the boat weight. The speed loss depends on the total
> weight of the boat and the weight difference with the heavier or lighter
> cox. Of course, heavier crew persons who produce the same power produce
> the same speed loss. Also, you should take into account that the same
> cox will produce a greater percentage loss of speed in a 4 as compared to
> an 8 all else being equal.
>
> For racing shells, it's well founded that the power required to drive it
> depends on v^3 * m^(2/3). The m^(2/3), mass^(2/3) scales the whetted area
> which is the main drag and v is the boat speed. Solving for v and
> expressed as a fractional loss and fractional weight, we have:
>
> dv/v =- 2/9* dm/m
>
> This means that a fractional weight gain of 1% compared to the total
> weight of the boat and crew produces a loss of 2/9% of speed.
>
> For an 8 which may have a total weight of 220 + 8*200 + 120 =1940 lb, an
> extra 1 lb makes a percentage change of .05% in wt and only a .01% in speed.
> For a 2000 m race there is a loss in distance of .23m.
>
> Regards,
>
> Ken Young Tel: 206 543 4186
> Dept of Physics Box 351560 FAX: 206 685 9242
> University of Washington Email: yo...@phys.washington.edu
> Seattle, WA 98195-1560 URL:http://squark.phys.washington.edu/~young/
>
> On 23 Oct 1995, Susan Crabb wrote:
>
> > I have the same question. I am not overweight, but I am very tall for a
> > cox (5'9''). I weigh about 128lbs, and I cox for the novice men at UT
> > Austin. Let me know if my weight is destructive to my crew's abilities!
> > Other than my size, I am a pretty good cox.
I'm curious: what are the other mistakes and equivalents? Please Post!