- When linearising a non linear plant, about a trim point, always open the feed back loop
- Do not place input perturbation and output pickup in simulink in the closed loop
- Linearising is applicable for unstable systems, so open the feedback loop and linearise the plant alone.
- Important : Trim point is not Equilibrium point
- At equilibrium point, all state vector derivatives are zero
- At trim point, only the constrained state vector derivatives are zero. Example, linearising the aircraft model at a constant forward speed..
From Analyzing Models (Getting Started) (urv.es) |
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