Coordinate system and tolerance basis in precision measurement
Coordinate system and tolerance basis in precision measurement
In precision measurement, the establishment of a coordinate system and the understanding of tolerances are the basis for correct measurement and result judgment.
Measurement coordinate system
In image measuring instruments and three-dimensional measuring instruments, the Cartesian coordinate system (X, Y, Z axis) is usually used. The main ways to establish a coordinate system are:
- surface-line-point method: Take a plane of the workpiece as the datum plane (Z-axis direction), one edge as the datum line (X-axis direction), and a point as the origin.
- three point method: Take three points on the datum plane to determine the plane, and take two points on the datum line to determine the direction.
- best fit: Fit the best coordinate system through multiple measurement points.
Common Tolerance Types
- Dimensional tolerance: Control the allowable variation range of linear dimensions, such as ±0.05mm.
- Geometric tolerance: Including shape tolerance (straightness, flatness, roundness, cylindricity) and position tolerance (parallelism, perpendicularity, coaxiality, position, etc.).
- surface roughness: Control the error of the micro-geometric shape of the workpiece surface.