Catalogue Capacitive Position Sensors Capacitive position sensors (capacitance sensors) provide position resolutions to 0.01 nanometer. Ideal for nanometrology applications ...
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Physik Instrumente - 4957, 2678, 2631, 4894, 208329, 2846
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mode with an analog con­troller. All errors contributed by the mechanics, PZT drive, sen­sors and electronics are includ­ed in the resulting linearity of better than 0.02%. Even higher linearity is achievable with PI digital controllers like the E-710.
Stability of the measurement is limited mainly by thermal and
electronic drift. For accuracy and repeatability reasons, it is thus necessary to maintain constant environmental condi­tions. The exceptional long-term stability of the PI capaci­tive position sensor and elec­tronics design is shown in Figure 5.
Fig. 5: Measurement stability of an E-509.C1A capacitive position sensor control module with 10 pF reference capacitor over 3.5 hours (after controller warm-up)
Principle of the Measurement
Signal/Displacement Proportionality
When a voltage is applied to the two plates of an ideal capacitor, it creates a homogenous electric field. Apart from constant fac­tors, the electrical capacitance of the set-up is determined by sensor area and plate distance. Thus, a change in displacement leads directly to a change in capacitance. This value is matched to a reference capaci­tance in a bridge circuit.
Design of the signal conditioner electronics is such that the out­put signal is proportional to the gap change. The planes of the sensor surface ("probe") and the target form the two capaci­tor plates. The target should not be below a certain size because
of boundary effects. This is important for applications with, say, a rotating drum as target. For metallic materials, the thick­ness of the target has no influ­ence on the measurement.
Guard Ring Geometry/Design
The proportionality referred to is based on the homogeneity of the electric field. To eliminate boundary effects, the superior PI design uses a guard-ring elec­trode that surrounds the active sensor area and is actively kept at the same potential (see Fig. 7). This design shields the active sensor area and provides for excellent containment of the measurement zone. Thus opti­mum measuring linearity over the full range is achieved within the specified accuracy.
c = e0-er
Fig. 6: Capacitive sensor working principle. The capacitance C is proportional to the active sensor area A, e0 is constant, er is the dielectric constant of the material bet­ween the plates, generally air
Fig. 7: Capacitive sensors with guard ring design provide superior linearity
Calibration for Best Accuracy
PI's nanometrology calibration laboratories offer optimum conditions for factory calibra­tion. As references, ultra-high-accuracy incremental sensors like laser interferometers are used.
PISeca™ systems are calibrat­ed at PI with a NEXLINE® posi­tioning system having a
closed-loop resolution better than 0.01 nm in a test stand with friction-free flexure guid­ance and an incremental refer­ence sensor featuring a resolu­tion better than 0.1 nm (Fig. 8 and 9).
Fig. 8: Output linearity error of a PISeca™ single-electrode system is typically less than 0.1% over the full measurement range
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