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FSFLK Datasheet(PDF) 24 Page - NXP Semiconductors

No. de pieza FSFLK
Descripción Electrónicos  Freescale Sensor Fusion Library for Kinetis MCUs
PDF  37 Pages
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Fabricante Electrónico  NXP [NXP Semiconductors]
Página de inicio  http://www.nxp.com
Logo NXP - NXP Semiconductors

FSFLK Datasheet(HTML) 24 Page - NXP Semiconductors

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Mechanical and Electrical Specifications
24
Figure 15. Gyro Offset Step Response for 6
4.8.3
Error in Computed Linear Acceleration
Estimation of linear acceleration in the 9
lasting less than 1 second. Continuous accelerations are inconsistent with modeled dynamics, and the
acceleration estimation error increases. The acceleration error starts leaking into the estimates of
orientation resulting in errors in gyro offset and magnetic disturbance estimates.
and Figure 18 present the true and 9
lasting 0.5 s, 1 s and 5 s respectively.
Figure 16. True and calculated linear acceleration, acceleration time 0.5 s
Mechanical and Electrical Specifications
Freescale
Sensor Fusion Library for Kinetis
Freescale
Gyro Offset Step Response for 6-Axis Accelerometer+Gyro algorithm
Error in Computed Linear Acceleration
Estimation of linear acceleration in the 9-axis algorithm is optimized for short duration accelerations
lasting less than 1 second. Continuous accelerations are inconsistent with modeled dynamics, and the
acceleration estimation error increases. The acceleration error starts leaking into the estimates of
in errors in gyro offset and magnetic disturbance estimates. Figure 16
present the true and 9-axis algorithm calculated linear acceleration for
respectively.
True and calculated linear acceleration, acceleration time 0.5 s
Sensor Fusion Library for Kinetis MCUs, Rev. 0.7, 9/2015
Freescale Semiconductor, Inc.
Axis Accelerometer+Gyro algorithm
or short duration accelerations
lasting less than 1 second. Continuous accelerations are inconsistent with modeled dynamics, and the
acceleration estimation error increases. The acceleration error starts leaking into the estimates of
Figure 16, Figure 17
axis algorithm calculated linear acceleration for accelerations
True and calculated linear acceleration, acceleration time 0.5 s



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