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MA780 Datasheet(PDF) 27 Page - Monolithic Power Systems |
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MA780 Datasheet(HTML) 27 Page - Monolithic Power Systems |
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27 / 32 page ![]() MA780 – 8-BIT TO 12-BIT LOW-POWER ANGLE SENSOR MA780 Rev. 1.2 MonolithicPower.com 27 8/30/2021 MPS Proprietary Information. Patent Protected. Unauthorized Photocopy and Duplication Prohibited. © 2021 MPS. All Rights Reserved. APPENDIX A: DEFINITIONS Effective Resolution (3σ Noise Level) Smallest angle increment distinguishable from the noise. The resolution is measured by computing three times σ (the standard deviation in degrees) taken over 1,000 data points at a constant position. The bit resolution is calculated as: log2(360 / 6σ). Refresh Rate Rate at which new data points are stored in the output buffer. Latency The time elapsed between the instant when the data is ready to be read and the instant at which the shaft passes that position. The lag in degrees is lag = latency x v, where v is the angular velocity (in deg/s). Power-Up Time Time until the sensor delivers valid data beginning at start-up (VDD < 3V). Start-Up Time Time until the sensor front end delivers valid data to the digital treatment block when recovering from idle mode. Filter Settling Time Time for the filter to deliver a stable angle (i.e. when the error is smaller than the noise at the particular filter window setting). Integral Nonlinearity (INL) Maximum deviation between the average sensor output (at a fixed position) and the true mechanical angle (see Figure A1). Figure A1: Resolution, INL, Lag INL can be obtained from the error curve err(a) = out(a) - a, where out(a) is the average output across 1000 sensor outputs, and a is the mechanical angle indicated by a high precision encoder (<0.001 deg). INL can be calculated with Equation (A1): max(err(a)) - min(err(a)) INL = 2 (A1) Drift The angle variation rate when one parameter is changed (e.g. temperature, VDD) while all the others, such as the shaft angle, remain constant. |
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