Method for measuring microstructure rotation movement based on multiple centroid relative position invariability
A technology of rotary motion and microstructure, which is applied in the direction of measuring devices, optical devices, image data processing, etc., can solve the problems of large amount of calculation, large amount of calculation, too dense image pixel sampling, etc., and achieve simple implementation method and measurement resolution The effect of high rate and precise extraction
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Embodiment 1
[0030] This embodiment mainly focuses on the principle of the microstructure rotation angle measurement method based on the relative position invariance of multiple centroids and its implementation in the measurement of the rotation angle of a microgyro.
[0031] The main processing technology of MEMS includes bulk silicon processing technology and surface silicon processing technology, and the microstructure with movement ability belongs to the suspended structure, so the temporary support layer must be corroded by the corresponding etching process, so it is generally on the moving microstructure A certain number of corrosion holes are designed, and these corrosion holes have obvious grayscale differences with other parts of the microstructure in the image, which can be regarded as isolated image features.
[0032] figure 1 It is a schematic diagram of the principle of microstructure rotation angle measurement based on the relative position invariance of multiple centroids. ...
Embodiment 2
[0044] This embodiment mainly focuses on the application of the microstructure rotation angle measurement method based on the relative position invariance of multiple centroids in the microresonator.
[0045] The microresonator is an electrostatic device, which will generate motion under the action of an external excitation voltage signal. In this embodiment, the excitation voltage signal is a sine wave with a frequency of 23kHz, an amplitude of 10V, and a bias voltage of 40V, and the microresonator will reciprocate at the excitation frequency. While the ideal case for this reciprocating motion is only translation, there may be slight angular changes due to various factors in the machining process. Divide one excitation cycle of this sine wave by 30° phase, a cycle has 12 phases in total, and use stroboscopic imaging technology to obtain instantaneous motion images in each phase, then a complete motion cycle collects 13 images. Figure 6 and Figure 7 Planar images of the 0°...
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