"Don Pearce" wrote in message

On Mon, 29 Nov 2004 13:55:30 +0000 (GMT), Jim Lesurf
wrote:

Following on from some discussions in other threads I couldn't find
any existing data on the resistance-current properties of fuses, so
did a quick measurement as a simple experiment.

The results are shown on the graph at

http://www.st-and.demon.co.uk/temp/fuseplot.gif

Note that this is fairly rought data and I only chose one 0.5A fuse
for test purposes. Other individual types and values of fuse can be
expected to differ in detail. However the results do show the
tendency for the fuse resistance to rise with current. Only used an
AVO and a cheap DVM so the lower current values are subject to
random reading errors producing a scatter of points.

For these measurements I only applied the current for a few seconds
for each reading. To get to higher currents I would probably need to
do pulsed measurements. These would also be needed to look at the
details of the time-dependent behaviour when the current level
varies.

Although I fitted a parabola for illustrative purposes, I doubt that
is the correct function for making reliable predictions, particarly
for fuses of values that differ a lot from 0.5A. So the results are
perhaps 'interesting' rather than particularly significant.

There's an old JAES paper by Greiner of the University of Wisconson that
charted nonlinear distoriton due to fuse thermal effects. Speaker voice
coils do this as well.

Jim, for the purposes of seeing how a fuse might affect linearity,
some sort of frequency response of resistance change vs frequency
would be needed. If a fuse has a very low thermal inertia, it might
change its resistance significantly during a cycle, particularly at
low frequencies. This would cause distortion if it was in series with
a speaker. At higher frequencies which it could not track, it would
simply cause amplitude compression - I've used a light bulb for this
in the past.

Perhaps ironically, light bulbs have their own time/resistance/current
nonlinearity problems.