2013
DOI: 10.1109/tmag.2013.2241446
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Metglas/PZT-Magnetoelectric 2-D Geomagnetic Device for Computing Precise Angular Position

Abstract: A magnetoelectric 2-D geomagnetic device for the precisely angular position computation is provided. The magnetic sensor module consists of two Metglas/PZT magnetoelectric 1-D sensors in an orthogonal arrangement. The sensor signals are excited and detected by a self-made digital lock-in amplifier. For mapping output sensor signals, normalization was performed on the operational module. Both spatial (azimuth and pitch) angles are then easily computed while rotating and/or swinging the sensor module. This simpl… Show more

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Cited by 27 publications
(10 citation statements)
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“…This signal processing is performed using the commercial Lock-in amplifier. A current sensor device, however, can be completed thanks to the integration with a home-made digital lock-in amplifier architecture already reported before [39]. The progress will be presented elsewhere.…”
Section: Current Sensor Realizationmentioning
confidence: 99%
“…This signal processing is performed using the commercial Lock-in amplifier. A current sensor device, however, can be completed thanks to the integration with a home-made digital lock-in amplifier architecture already reported before [39]. The progress will be presented elsewhere.…”
Section: Current Sensor Realizationmentioning
confidence: 99%
“…Another way of dropping these frequencies is by using a large metglas-to-piezoelectric thickness ratio because of its comparatively larger density and compliance constants. Equations (5)(6)(7) show that in a simple unimorph with a large PE volume ratio, since 〈ℎ 31 〉 = ℎ 31 ���� � − 2 � ≈ 0, pure bending deformations will be very weak. In PE bimorphs, on the other hand, the resonance frequencies should be minimized and the amplitude of the resonant effects maximized for opposed polarization domains with equal thicknesses, since 〈ℎ 31 〉 has a local maximum at…”
Section: Calculationsmentioning
confidence: 99%
“…where ∆ is the bandwidth of the input filter of the amplifier. Using equations (5)(6)(7)(8) and values of the material constants obtained from the literature, we can estimate the impedance, magnetoelectric coefficient, intrinsic voltage noise density and intrinsic magnetic noise density for some metglas / bidomain Y+128º-cut LNO free and side-fixed long bars with different lengths ( = 30, 40 and 45 mm). The bars also have a width of = 5 mm and thicknesses of = 29 μm for the metglas phase, and = 0.5 mm for the LNO phase with equally sized domains ( − = + = /2).…”
Section: Calculationsmentioning
confidence: 99%
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“…They also finished the circuit design and hardware implementation (Figure 10b). The obtained accuracy of angle measurement reached as low as ±0.5 • (Figure 10c) and the spatial angles can be automatically computed while rotating the sensor module [74].…”
Section: Geomagnetic Field Sensingmentioning
confidence: 99%