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Setting Up the Continuously Rotating Laser
The laser is either mounted on an instrument stand, on a surface or on
the table of the machine. The system uses single-axis targets that have
position-sensing detectors (PSDs) to pick up the center of energy of the
laser beam, and digital readouts to display the readings.
To measure flatness a "buck-in" procedure (means to make parallel
to) is followed. First, a horizontal continuously rotating laser plane
is "bucked in" or adjusted so it is parallel to 3 reference
points (see "Choosing A Reference
Point") on a table, set of ways or surface. To accomplish this,
the targets are all placed on one reference point and adjusted up or down
such that they detect the laser plane. At that point, the targets are
all zeroed and then repositioned so that one target sits on each reference
point. The laser scan plane is then adjusted, using the built-in pitch
and roll adjustments, until all three targets produce the same value or
zero; thus making the laser parallel to the reference points. This could
also be accomplished by using one target, zeroed on the closest reference
point to the laser, and moving it back and forth from the reference points
until it produces a reading of zero at all 3 points.
Measuring Flatness
Once the laser has been bucked in, the target is moved to user-specified
points on the surface and the resulting reading is a measure of the deviation
of the measurement point from the reference point, which produces a flatness
profile. The measurement will produce either a "+" or "-"
sign. A "+" reading means the target is higher than the reference
points and a "-" reading means the target is lower than the
reference points.
Measuring Levelness
To measure levelness of a surface, the laser leveled using the built-in
level vials. Then a target is placed on one reference point and adjusted
up or down so that it detects the laser plane. After zeroing the target
on the reference point, it is moved to any other point on the surface
and a measurement of levelness (flatness) is produced with the target
displaying the deviation of the measurement point from the reference point.
Measuring Parallelism
To measure parallelism of 2 surfaces using our continuously rotating lasers,
the laser plane has to be bucked in to 3 reference points on the first
surface (see Measuring Flatness above). After that, a target is placed
on the second surface on one reference point, adjusted so it detects the
laser plane and zeroed. It can then be moved to other points on the surface
and any deviation from the reference point is a measure of the parallelism
of the first surface to the second. At least 3 points should be measured.
However, the best way to determine parallelism is to measure both surfaces
with the laser plane and enter the data into our Plane5 software. Plane5
will calculate the least-squares best-fit plane for both surfaces and
then compare them, providing the best measure of parallelism. Another
benefit of Plane5 is that the "buck-in" procedure is not needed
because the software removes the slope error from the laser not being
parallel to the surface.
Measuring Straightness
To measure (horizontal) straightness of a surface or machine axis, 2 reference
points and one vertical laser plane are needed. First, a target is mounted
horizontally at the closest reference point to the laser and adjusted
so that it detects the laser. Nex,t is it zeroed and moved to the farthest
reference point from the laser. Using the yaw adjustment built into the
laser base, the laser plane is adjusted so that it produces the same reading
on both reference points. The laser is now parallel or "bucked in"
to the reference points. Finally, the target is placed at user-specified
intervals along the surface or machine axis and any deviations from zero
are a measure of straightness relative to the reference points.
If the target is mounted such that its top is to the left of the laser
plane, then a "+" reading means the measured point is to the
"left" of the reference points and a "-" reading means
the point is to the right of the reference points.
Measuring Complete Machine Geometry Using Reference Points
To completely measure the geometry on most machining centers, 5 reference
points are needed.
First, the horizontal scan plane is "bucked
in" or adjusted so it is parallel to 3 reference points on the
table or the X-axis ways. To accomplish this, the targets are all zeroed
on one reference point and then 2 of the 3 are placed such that there
is a target on each reference point. The laser scan plane is then adjusted
until all three targets produce the same value or zero.
Next, one of the vertical scan planes is adjusted so it is parallel
to 2 reference points along an axis, preferably the X axis, using horizontally
mounted targets. The targets are mounted either on the side of the table
when the laser is mounted on a stand or in the spindle head when the
laser is mounted on the table. The laser is then adjusted so that it
produces the same readings on both reference points.
After completing the 2-point "buck-in" of the vertical laser
plane, it is likely that the horizontal laser plane will need some minor
adjustment. Once the 5-point "buck-in" is completed, measurements
can begin on any axis.
Flatness (vertical straightness) is measured with a vertically mounted
target detecting the horizontal laser plane, and straightness (horizontal)
is measured with a horizontally mounted target detecting a vertical laser
plane. Measurements are taken by positioning the targets (that have been
zeroed on the reference points) along an axis at user-specified intervals.
The target will display the deviation of the point being measured from
the reference points. Since the targets provide live alignment data, any
errors found that are greater than allowed tolerances can be adjusted
using the targets as digital indicators.
Measuring Squareness
After bucking in the laser to the 5 reference points and determining the
flatness and straightness of the machine axes, measuring squareness is
a simple process. First, to measure Y-to-Z squareness, the column/spindle
is lowered to its lowest Z position and a target is positioned horizontally
to pick up the vertical laser plane that is perpendicular to the X axis.
Second, the target is zeroed. Finally the column is traversed (raised)
along its axis. The data will produce a measurement of both the straightness
of the Z axis and the squareness of Y axis to the Z axis.
To measure X-to-Y squareness, the same target setup for the Z-to-X measurement
is used. However, instead of raising the column, the table or column (which
ever is moveable) is then traversed (moved) along the Y axis and the result
is a measure of both Y straightness and X-to-Y squareness.
The same process is followed for Z-to-X squareness except that the target
is positioned and zeroed to detect the vertical laser plane that is parallel
to the X axis. The column is traversed up again and the resulting data
is a measure of the Z "flatness" and Z-to-X squareness.
A note on squareness
To truly measure squareness, one must compare the
least-squares, best-fit line of the one axis to the other axis. If this
is not done, bad reference points or severely worn ways might produce
what looks like a squareness error, but in fact is not. To facilitate
this type of analysis, one of Hamar Laser software programs may be used
that automatically calculate the best-fit line.
Analyzing Machine Geometry Data
Our Machine Tool Geometry Software analyzes lines of motion for a machine
tool, similar to the methodology used in ASME's B5.54 Standard. Our Plane
5 Software analyzes multiple planes and surface types (squares, rectangles,
frames, ways, circles and rings) and presents the analysis in 3D graphics.
Both sets of software automatically download alignment data, save data
analyses and produce alignment reports.
A word of caution: if the machine is going to be aligned,
rather than just measured, then it is important to put the laser on an
instrument stand. If the laser is on the machine bed or table, adjusting
it will most likely move the laser and thus affect the setup.
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