- Problem 2 State Representations Are In General Not Unique One System Can Be Represented In Several Possible Ways 1 (17.06 KiB) Viewed 48 times
|) Problem 2: State representations are, in general, not unique. One system can be represented in several possible ways.
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|) Problem 2: State representations are, in general, not unique. One system can be represented in several possible ways.
|) Problem 2: State representations are, in general, not unique. One system can be represented in several possible ways. For example, consider the following systems: a *(t) = -5x(t) + 3u(t) y(t) = 7x(t) 10=To:30+ l)uce lizat y = 17 ol) 2: O=1:110)+c] uce) lize |xz() Show that these systems will result in the same transfer function c. y(t) =17 31|(27