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2 回答

关于陀螺仪传感器I3G4250D的问题

陀螺仪
st_yujie2510 st_yujie2510 最优答案 回答时间: 2021-7-23 09:20

1. 角速度的计算:    运动传感器每个轴的输出为16位(2个字节),它是以二进制补码的形式(signed short)保存在 OUT_X_H & OUT_X_L (OUT_Y_H & OUT_Y_L, OUT_Z_H & OUT_Z_L) 寄存器里:     Sensor data = Output data * Sensitivity (@FS)      其中Sensitivity (@245dps)=8.75 2. 温度的计算:OUT_TEMP (signed char) + 25     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 如果还有不清楚的地方,可以参考ST github上的参考代码及示例: https://github.com/STMicroelectronics/STMems_Standard_C_drivers

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