AN-05;Accuracy, Resolution, and Repeatability - Netzer

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Figure 7‐a illustrates the error graph of the DS‐58 with 32 EC/R without offset compensation,Figure 7‐b shows the residual error after offset compensation which comprises the revolution errorand the 4 th harmonic error ‐ which repeats four times per EC superimposed on it. This error is relatedto the physics of the encoder and can be compensated by introducing a 3rd order Taylor term in thegain curve of the sine and cosine. Otherwise it depends on the encoder type and is repeatable fromunit to unit.The corresponding offset and Taylor compensated error graph is shown in Figure 7‐c where therevolution error, but no 2nd harmonic cycle error is noticeable. A 2nd harmonic error could resultfrom unequal amplitudes of the digitized sine and cosine signals, as in Figure 6‐b, and from theirimperfect quadrature relation. However, it is avoided by preserving the inherent near ideal amplitudematching of the Electric Encoder, e.g. by using highly matched gain resistors (typically 0.01%) in anyfollowing gain stage prior to digitization or by software gain compensation applied to the digitizedsignals.Figure 7‐awww.netzerprecision.com Application Note 05 – Accuracy, Resolution, and Repeatability 6 / 11
Figure 7‐bFigure 7‐cwww.netzerprecision.com Application Note 05 – Accuracy, Resolution, and Repeatability 7 / 11
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AN-05;Accuracy, Resolution, and Repeatability - Netzer

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