On Tyler’s truck (with a 3.08 axle
ratio), a tire with a 3rd order harmonic vibration can disguise itself as
a 1st order driveshaft complaint. This 3rd order vibration can coalesce with
the 1st order driveline vibration to produce a phasing vibration (a vibration
that seems to increase and decrease in amplitude at a steady speed). The repair
is to make the 1st order vibration as low
as possible to eradicate the phasing boom.
“I never got that much into vibration
diagnosis,” Tyler mentioned. “I use a sirometer that I use for small engine
repair.”
A
sirometer is nothing more than a coil of wire inside of a two-piece plastic
housing. Dialing the top half of the sirometer lengthens and shortens the wire.
The vibrations make the wire vibrate when the length is set just right for a
particular frequency. Then, the user reads a numeric scale on the housing of
the sirometer to see where a little pointer stopped at to get the frequency.
Everything has a
preset frequency that it emits when it vibrates. The frequency measured is a
fingerprint of the component that is causing the problem.
“Imagine a tire with
a single bump on it,” I explained, “It would generate a frequency of once per
revolution. If that tire had another bump, then it would be twice per
revolution and then a third bump would be three times per revolution. That’s
your First order, Second order and Third order vibration.”
“That sounds easy
enough,” Tyler said.
“There can be a lot
of math involved in vibration analysis,” I said.
“Bob, I never liked
math. This is a hands-on business,” Tyler said, “I don’t like math.”
“Geez, you sound like
some students I know, Tyler. It is a hands-on business but you have to think
with your brain what your hands are going to do.”
I showed him on
paper. Tyler gave me the tire size of a vehicle in the shop: 255/70R16. We used
are tire size chart to find the diameter: about 30-inches. The chart also
identified the tire circumference of 94.42-inches (although π x diameter
works).
“Then divide the
63,360 (inches in a mile) by 94.4”. The revolutions per mile is 692,” I said.
“Okay—now what?”
“Now we can determine the frequency, or
revolutions per second, by dividing by 60 for an answer of 11.5 Hz. When using
this formula, it will provide a Hz reading for the vibrating tire at around 60
mph.”
“I still don’t get
it,” Tyler said.
“The tire
will produce a first order vibration with a 11 Hz to 12 Hz reading if it were
the source of the highway speed vibration. If there are two bumps on the tire,
then it will produce a second order vibration reading between 22 Hz and 24 Hz,”
I explained.
We used
another truck in Tyler’s shop. The rear differential ratio on the truck
was 1:3.73 and the tires were 255/70R16. The
customer said his truck had a vibration around 40 mph and 1,500 rpm that was
hardly noticeable, but was there. My vibration analyzer picked up a vibration
of 36 Hz measured at the center console.
“Let me
guess—more math,” Tyler commented.
“We could
do that, but let’s try some special software that does the calculations for us.”
After plugging the rear differential specs into the software, and the engine
rpm at which it occurred, we get an answer of first order driveshaft vibration.
A first order driveshaft vibration will
cause one disturbance for each revolution of the driveshaft.
“Anything
that’s out-of-balance will cause only a first order vibration, never any higher
order vibrations,” I said.
First
order driveshaft vibration is usually caused by a component rotating at the
same speed as the driveshaft that’s out-of-round or out-of-balance.
“Driveshaft
balance issues can generally be felt at vehicle speeds over 30 mph,” I said.
Tyler
realized that a ‘hands-on’ business such as the repair business involves plenty
of flexing of the gray mass between your ears.