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Re: PHYS-L Digest - 17 Oct 2000 to 18 Oct 2000 (#2000-374)



I was always under the impression that the equation: F_st =mu_st * N only
applied when the object is about to slide. Otherwise, F_st is independent of
N. Take the case of a light box and a heavy box sitting on the floor. Now
apply the same small force to each box; this force is smaller than mu_st*N
for either box (with mu_st) being the constant evaluated just before the
boxes slide). In that case, the F_st must be the same for both boxes, and is
therefore independent of N. Of course, one can say that mu_st increases
differently for the two boxes, but that would mean the mu_st is a function of
N. In the latter case, mu_st must be proportional to 1/N when the box is
stationary.

Any comments?

Promod Pratap
On Wed, 18 Oct 2000 02:01:23 -0700 Automatic digest processor
<LISTSERV@lists.nau.edu> wrote:

----------------------------------------------------------------------

Date: Tue, 17 Oct 2000 23:11:35 -0400
From: Ludwik Kowalski <KowalskiL@MAIL.MONTCLAIR.EDU>
Subject: Re: Friction (STATIC)

brian whatcott wrote:

It is indeed helpful to come at length upon a physical system...

Brian's message made me think about a peculiarity of static friction.
Is it associated with heating? Is it associated with the macroscopic
work done by the applied force?

What happens when we push a box before it starts sliding? The
applied force increases continuously and so does the static force
of friction. If F_st =mu_st * N then mu_st must increase gradually.
What is behind the increase mu_st from zero to the maximum
quoted in tables? Perhaps the center of mass does move a little,
heat is produced and work is done, like in kinetic friction. It is
like stretching and breaking tiny elastic springs, I suppose.
Ludwik Kowalski

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End of PHYS-L Digest - 17 Oct 2000 to 18 Oct 2000 (#2000-374)
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Promod R. Pratap
University of North Carolina at Greensboro
Department of Physics and Astronomy
PO Box 26170
Greensboro, NC 27402-6170
Phone: (336)334-3214 (office), (336)334-4279 (lab)
FAX: (336)334-5865