Hi Christopher
If you want to see metal surfaces stick together, ask your nearest
precision machine shop to show you their gauge blocks. These are
precision finished blocks, normally made of steel or tungsten
carbide, which are stacked together to give an accurate thickness,
sort of like super feeler gauges. The blocks are not actually
stacked, they are twisted together - called "wringing". When two
blocks are wrung together, they need to be slipped apart by shearing
motion to separate; trying to part by a tensile pull results in a
blue face. This attraction gives frictional resistance even with a
negative reaction.
I feel that the biggest problem with frictional coefficients is their
unpredictability and the difficulty in arriving at a suitable safety
factor to apply to an experimentally determined value. For example,
shrink fits, steel on steel, a coefficient of friction of 0.1 to 0.15
is commonly allowed, even though the actual coefficient will be
higher.
With things like pipe shoes the danger is that the actual frictional
coefficient will be higher that allowed for in calculations, and will
result in distress to pipework and structures.
I do not think that single experiments are the right way to estimate
design values for frictional coefficients. In many cases frictional
properties will worsen with time; e.g. corrosion, creep,dirt,
misalignment, lubricant loss. Using experimental data could paint a
far rosier picture than will exist 5 to 50 years down the track.
Reliance on accuracy is, in my opinion, dangerous in some
circumstances.
My self-developed rule of thumb is measure it and then multiply by
three and a bit. It works sometimes.
Cheers
Steve McKenzie
- In PipingDesign@y..., Christopher Wright <chrisw@s...> wrote:
> >why the value of friction factor varies from
> >project to project and what are the main factors
> >governs the value of fiction factor.
> Friction varies with surface finish, surface cleanliness the
presence or
> absence of lubrication or oxidation and to a degree with load
(Unlike
> what we were all taught...) The actual mechanism (or so I was
taught) is
> that friction results from microscopic pressure welds between
surface
> asperities. The frictional force reflects the load required to
break the
> welds. The more pressure the more asperities are brough into
contact so
> the higher the friction force, so the friction coefficient is taken
as a
> constant although it isn't. A tale I heard once (I never verified
it) is
> that highly polished surfaces which are absolutely clean and flat
will
> weld themselves in a vacuum. Galling in stainless steel is a form
of
> pressure welding of this sort, so I'm inclined to believe the tale.
>
> I've seen a study of friction coefficients for austenitic stainless
> against itself where the coefficients vary from 0.2 to 0.8.
Actually when
> it galls it's a helluva lot higher than that. The high values
reported
> for steel in some handbooks (around 0.7 I think) are for very clean
and
> smooth surfaces, probably in a lab somehwere. The usual static
values are
> around 0.2-0.3 for machined surfaces and 0.1-0.2 for kinetic
friction.
> Your values of 4 or 5 aren't true friction coeficients--the highest
I've
> ever seen reported are for rubber in concrete at around 1.3 under
very
> special conditions.
>
> A good way to estimate static friction is with a simple test. Find
> yourself samples of the materials in question mount one to a
straight
> stiff plank and the other to a weight that will produce a contact
> pressure about what you expect in service Put the two sample
surfaces in
> contact and raise one end of the plank until the weighted sample
slips.
> The tangent of the angle of inclination will be the friction
coefficient.
> You can try the same test with lubricants or water or finish the
two
> surfaces and see the effect of surface condition. The results will
> probably be as good as you'll find in all but the most
comprehensive
> handbooks.
>
>
>
> Christopher Wright P.E. |"They couldn't hit an elephant at
> chrisw@s... | this distance" (last words of Gen.
> ___________________________| John Sedgwick, Spotsylvania 1864)
> http://www.skypoint.com/~chrisw
Received on Fri Nov 22 04:50:00 2002