How to select a 3D Coordinate Measuring Machine
Step 1: Determine the required measuring range of the CMM
To be considered: The dimension of the biggest part, the fixture, the diameter of the probe head as well as the length of the longest stylus.
As the example below shows, some parts require a 3D coordinate measuring machine with a much bigger measuring range than the actual part dimensions.
Example:

Minimum required measuring range in X: 1660mm
Step 2: Determine the maximum permissible CMM errors E, P and THP
All features to be inspected (Distance, Diameter, Form and True Position) are compiled in a chart, together with their tolerances. Then the CMM specifications E, P and THP (according ISO 10 360), which still ensure a sensible ratio of "Tolerance to CMM error", can be calculated.
Example: Comparing the "E" spec of 2 Coordinate Measuring Machines for given distance and tolerances.
| Coordinate Measuring Machine A | Coordinate Measuring Machine B | |||||||||||
| E = 0.6 + L / 600 | E = 2.2 + L / 300 | |||||||||||
| No. | Sheet | Feature | Nom [mm] |
U-Tol [mm] |
L-Tol [mm] |
CMM Error [mm] |
In % of tolerance |
Ratio | CMM Error [mm] |
In % of tolerance |
Ratio | |
| 1 | 1 | Diameter | 286 | -0.020 | -0.040 | +/- 0.0011 | 11 % | 1:9.3 | +/- 0.0032 | 32 % | 1:3.2 | |
| 2 | 1 | Diameter | 320 | 0.012 | -0.012 | +/- 0.0011 | 9 % | 1:10.6 | +/- 0.0033 | 27 % | 1:3.7 | |
| 3 | 1 | Diameter | 22 | 0.000 | -0.008 | +/- 0.0006 | 16 % | 1:6.3 | +/- 0.0023 | 57 % | 1:1.8 | |
Based on the maximum permissible CMM errors E, P and THP, calculated in above chart, and with the minimum measuring range determined in step 1, the most suitable 3D Coordinate Measuring Machine can be found.
Hexagon Metrology GmbH offers a free, unbiased analysis of the minimum required measuring range as well as the maximum permissible CMM errors, based on your part drawings.
All you have to do: Send your drawings or your CAD file to your local representative, listed under contact.