In the signal flow diagram given in the figure, ${u_1}\;and\;{u_2}$ are possible inputs whereas ${y_1}\;and\;{y_2}$ are possible output. When would the SISO system derived from this diagram be controllable and observable?

Question

In the signal flow diagram given in the figure, ${u_1}\;and\;{u_2}$ are possible inputs whereas ${y_1}\;and\;{y_2}$ are possible output. When would the SISO system derived from this diagram be controllable and observable?

TuteeHUB · Accepted Answer

When ${u_1}$ is the only input and ${y_2}$ is the only output

TuteeHUB · Answer

When ${u_1}$ is the only input and ${y_1}$ is the only output

TuteeHUB · Answer

When ${u_2}$ is the only input and ${y_1}$ is the only output

TuteeHUB · Answer

When ${u_2}$ is the only input and ${y_2}$ is the only output

1.	In the signal flow diagram given in the figure, \({u_1}\;and\;{u_2}\) are possible inputs whereas \({y_1}\;and\;{y_2}\) are possible output. When would the SISO system derived from this diagram be controllable and observable?
A.	When \({u_1}\) is the only input and \({y_1}\) is the only output
B.	When \({u_2}\) is the only input and \({y_1}\) is the only output
C.	When \({u_1}\) is the only input and \({y_2}\) is the only output
D.	When \({u_2}\) is the only input and \({y_2}\) is the only output
Answer» C. When \({u_1}\) is the only input and \({y_2}\) is the only output

In the signal flow diagram given in the figure, \({u_1}\;and\;{u_2}\) are possible inputs whereas \({y_1}\;and\;{y_2}\) are possible output. When would the SISO system derived from this diagram be controllable and observable?

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