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E le c t r o n i c L e n gth M easu r i n g E q uipme n t

                        Application examples of measuring functions

                        Single measurements with positive polarity sign (+A)

Measuring external         -              0+                                              A
dimensions with use            A
of a measuring stand,                     AA                                                            L
snap gauge etc.         +                                                +
                        0-                                               0-

                        Single measurements with negative polarity sign (-A)

Inversion of polarity   -                 0                                         +        A
                                                                                             ø
with displayed
value equal to bore or
diameter
                                          A                         A
                        -A                                                  -
                        +0 0+

                        Sum measurements with positive polarity signs (+A +B)

Measuring external      - 0 +A
dimensions
regardless of form                                                                                      L
and position errors
                               A AA                                                       B
                        ++
                        0- 0-
                        +0- +0-

                               BBB

                        Difference measurements with opposite polarity signs (+A -B)

Cone, inclination and      0                                +0                                        L
step measurements.
                                                                                                                  A
                                                                                          B

                                                                                                                          ∆

                           BA             BA                        BA
                        +0-                                                      +
                                                                                 0-

Establishing form                         «max.»                                                .... B
and position errors                            «max.-min.»
with "max - min"           B                                        B
memory function as                     A                                         A
in the example for
runout errors                                               «min.»

                                                                                       B

                                                                                                                               O-3
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