Fig. 4: The mean absolute error graph for a set of cylinders with 2mm radii, as various runout parameters are varied. | Communications Engineering

Fig. 4: The mean absolute error graph for a set of cylinders with 2mm radii, as various runout parameters are varied.

From: Three-dimensional runout characterisation for rotationally symmetric components

Fig. 4

There parameters are part offset a lobe amplitude b and lobe count c. In the bottom case, lobe amplitude if fixed at 0.5 mm, and in the centre case lobe count is fixed at 2. No other runout parameters are varied. The dashed blue line represents the acceptance threshold, below which all uncertainties are below the magnitude of the errors due to the virtual instrument, above this errors are due to the method of runout analysis. All errors are below the threshold and show no net trend, indicating varying these parameters do not affect the analysis.

Back to article page