Hello. I have read the reference about State Space Model and cannot catch one moment.
Suppose we have a simple RC network consting from one capacitor and one resistor (passive differentiator).
Supply voltage is u_In and output is u_R
By means of KVL:
u_In == u_C + u_R
voltage accross capacitor is a state
then
I have
StateSpaceModel::invrlzn: The system of equations {Subscript[u, C]^\==i/C,Subscript[u, R]==R i,Subscript[u, in]==Subscript[u, C]+Subscript[u, R]} with outputs {Subscript[u, R]} does not possess a state-space realization.