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So the system response is sluggish.
The covariance matrix equation of system response is derived.
When system response is periodic we advocate the use of L2 norms.
Spectral analysis of the system response is compared to the findings of the linearised system.
A third order kernel representation of the system response is taken.
The system response is found to be strongly dependent on initial conditions.
The system response is the differential settlement between the two footings.
The system response is composed by a random sequence alternating stick and slip-modes.
The relation between the controller parameter and the system response is monotonous.
A correlation between measured and calculated system response is presented, that supports the validity of the presented model.
The semi-analytical solution for stationary probability density of the system response is obtained by two iterative processes.
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