Trying to filter (tons) of noise from accelerometers and gyroscopes

My project:

I am developing a gaming machine with a 3-axis accelerometer and gyroscope, trying to evaluate the position of the car (x, y, z, yaw, pitch), but I have a big problem with my vibration noise (while the car (for example, g = 9 , 81 [m / s ^ 2]) for accelerometers, for example.

I know (because I'm watching this), the noise is correlated for all my sensors

In my first attempt, I tried to figure out the Kalman filter, but it did not work, because the values ​​of my state vectors had really big noise.

EDIT2: In the second attempt, I tried a low-pass filter in front of the Kalman filter, but it only slowed down my system and did not filter out the low noise components. At this point, I realized that this noise may consist of low-frequency and high-frequency components.

I found out about adaptive filters (LMS and RLS), but I realized that I don't have a noise signal, and if I use one accelerometer signal to filter the accelerometer of the other axis, I don't get absolute values, so It doesn’t work.

EDIT: I'm having trouble finding code for adaptive filters. If anyone knows about something like this, I will be very grateful.

Here is my question:

Does anyone know about a filter or have any idea how I can fix it and filter my signals correctly?

Thank you so much in advance

XNOR

PD: , ,

+5
3

, , - DFT , .

DFT / .

Z, , . , , X Y.

, , . , , 100% + -.

, , .

, / , ( ).

, , RPM. (Box-Jenkins//Arima).

+1

, , , . , , ( , ) . Universal shock mount

+1

? , , . , . ...

0

All Articles