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Instruction manual for MH & MH+M
132
19.27 How to
integrate a
result from the
2D mode into a
measurement
program?
As you have seen earlier in this chapter, the 2D mode can exclusively be accessed via the
ST2 mode. That means, that the
2D
mode is included in the
ST2
mode, as well as in the
Angle
or
Min, Max, Delta
mode.
Therefore, in order to be able to re-execute a 2D calculation sequence later on another piece
to be measured, one or more results from the 2D mode must be saved in the history of the
ST2 mode.
The measurement blocks of the ST2 mode are generally called M1, M2, M3, M4, ... (M for
"measure" in English). The measurement blocks of the 2D mode are generally called C1, C2,
C3, ... (C for "circle" in English). This is why you will be able to store a 2D result in the ST2
mode memory by pressing the context-based action
. A block C of the memory of the 2D
mode then becomes an M block in the ST2 mode memory.
Below is an example of a program creation containing results from the 2D mode.
1. Calibrate the probe to enter ST2 mode
(P1)
2. Capturing the reference (R2)
3. Measurement of any point (M3)
4. Measurement of any other point (M4)
5. Switching from ST2 mode to 2D mode
6. Measurement of the Z coordinates of two
circles
7. Rotate the part by a given angle
8. Measurement of the Y coordinates of the
two circles
9. C1 and C2 are raw data ready to be used
10.Calculation of the distance between
these two circles (C3)
11. C3 is sent in the memory of ST2 and
becomes M5
12. Measurement of any point (M6)
13. Measurement of any other point (M7)
and continuation of the program
14. Saving the program on USB key
The screen shots below succinctly describe the previously explained process. We will
consider that the basic principles of the ST2 mode (calibration of the probe, ...) and 2D
(measurement of raw data, ..) are known.
From the ST2 mode where there are already four memory blocks (probe calibration, capturing
the reference and any two measurements), switch to the 2D mode via the secondary function
menu
. Once in the 2D mode measure two circles using the normal procedure explained
in this chapter.