Manual for Acceleration Measurement App

■ Screen structure

App screen (1)              
① 
Operation buttons and slider
② 
Graph area of acceleration in device-fixed coordinate system
ax, ay, az are the x, y, z components of acceleration in the coordinate system fixed to the device, respectively. The scale of the vertical axis is automatically adjusted so that the graph of each component does not overflow, so the scale is different for each component.

③ 
Graph area of acceleration in stationary coordinate system
The direction of the z axis in the stationary coordinate system is the vertical direction (vertical upward is positive), and the direction of the y axis in the stationary coordinate system is the direction in which the y axis in the coordinate system fixed to the device at the time of acceleration sensor activation is projected onto the horizontal plane.
ax, ay, az are the x, y, z components of acceleration in the stationary coordinate system, respectively. The scale of the vertical axis is automatically adjusted so that the graph of each component does not overflow, so the scale is different for each component.

When you scroll down to the bottom of the measurement app screen, the data download button and the data analysis button will appear.

App screen (2)              
④ 
Euler angle, Rotation rate
Graph areas of Euler angle (azimuth) and rotation rate (initially hidden; click to display)

⑤ 
Download and analysis

Clicking on "▶ Euler angle" or "▶ Rotation rate" will display their graphs.

App screen (3)              
② 
Graph area of Euler angles in z-x-y order
For the coordinate axes fixed to the device in the figure below, $\alpha$, $\beta$, and $\gamma$ are Euler angles around the z, x, and y axes, respectively. The scale of the vertical axis is automatically adjusted so that the graph of each component does not overflow, so the scale is different for each component.

⑦ 
Graph area of Rotation rate
$\dot{\alpha}$, $\dot{\beta}$, $\dot{\gamma}$ represent rotation rates (angular speeds) corresponding to Euler angles $\alpha$, $\beta$, $\gamma$, respectively. The scale of the vertical axis is automatically adjusted so that the graph of each component does not overflow, so the scale is different for each component.