Neither one will work if your rocket has more than a 16 G acceleration unless you add an accelerometer with a lower sensitivity.
for simple stabilization you do not need the accelerometers, just the gyros.
You guys think this configuration/coding has a future or is worth working on?
This isn't quite right: you need the accelerometers, but it's okay if you accelerate faster than 16G. These MEMS gyros drift badly, so the accelerometer is used to correct them on the pad.
So, during the propelled phase the accelerometer goes bananas (at least the axis on which the thrust is applied,right?)
In the gy80, for example, we still have the pressure sensor and the magnetometer...can't we make use of them to suppress the lack of a working accel?
No, the accelerometer doesn't go bananas during the propelled phase. It just measures the acceleration on the local inertial reference. If you integrate the output from the accelerometer (minus the earth's acceleration) you'll get your velocity. If you integrate the velocity you'll get your location relative to your starting point on the surface of the earth. The tricky part is doing this in three dimensions. The accelerometer must also be compensated for any DC offsets, or the velocity will drift, and the location will be wrong. The DC offsets can be determined during the time the rocket is sitting on the pad.So, during the propelled phase the accelerometer goes bananas (at least the axis on which the thrust is applied,right?)
In the gy80, for example, we still have the pressure sensor and the magnetometer...can't we make use of them to suppress the lack of a working accel?
I see. I'm going to simulate the rocket dynamics in simulink using 6dof to come up with the controller gains to be used in the kalman filter...
Silly question: why wouldn't those gy80 ahrs (attitude and heading reference system) ready codes work for our purposes? It outputs all Euler angles, right? (Or even quaternions if desired).
Using the given Euler angles we have the attitude of the rocket in respect to the earth. Then we could integrate and use the sensors data to come up with the actual position.
Or am I going in a completely wrong direction here?
The more I read, the more I think I hit a dead end even before starting! Hahahaha
So how is it done then? I mean, specifically for the rocket case... Airplanes and quads seem kids stuff for me after reading the issues of the rocket....
So how is it done then? I mean, specifically for the rocket case....
What do you guys think about installing the gyros/sensors in a temperature controlled environment?
Bottle rockets fly straight up (mostly) and don't have any fins.
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