Control Systems Infinite Time Regulator Problem Online Exam Quiz

Control Systems Infinite Time Regulator Problem GK Quiz. Question and Answers related to Control Systems Infinite Time Regulator Problem. MCQ (Multiple Choice Questions with answers about Control Systems Infinite Time Regulator Problem

The differential term in the riccati equation in infinite regulator is:

Options

A : Finite

B : Positive

C : Infinite

D : Zero

View Answer

The solution of the modified riccati equation may be:

Options

A : Independent

B : Dependent

C : Unique

D : Non-unique

View Answer

Tracking problem can be in:

Options

A : Infinite state regulators

B : Finite state regulator

C : Sub-optimal state regulators

D : Non-linear regulators

View Answer

The regulators that convert the non-linear stability into linear stability:

Options

A : Linear

B : Sub-optimal

C : Finite

D : Infinite

View Answer

Performance index can become infinite if:

Options

A : One or more state are uncontrollable

B : The uncontrollable states are uncontrollable

C : The unstable states are reflected in system performance index

D : All of the mentioned

View Answer

In infinite time regulator for the final time is:

Options

A : t1

B : t0

C : Infinite

D : Zero

View Answer

If Q is positive semi- definite:

Options

A : The optimal closed loop system is asymptotically stable

B : The asymptotic stability is not guaranteed

C : The system is stable

D : The system is unstable

View Answer

In finite time regulator:

Options

A : There is no restriction on the controllability of the plant

B : Performance index is infinite

C : Instability imposes problem in finite-interval control

D : No restriction on controllability and performance index

View Answer

In Infinite regulator the optimal control cannot be differentiated from other controls.

Options

A : True

B : False

C :

D :

View Answer

When time and the state variables tend to infinity then the system becomes:

Options

A : Unstable

B : Stable

C : Marginally stable

D : Conditionally stable

View Answer

Control System Effect Adding Zero System Ii more Online Exam Quiz

Control Systems Feedback Compensation

Control Systems Feedback Non Feedback Systems

Control Systems Freshers

Control Systems Fuzzy Logic

Control Systems Hydraulic Systems

Control Systems Integral Square Error Minimization

Control Systems Interview

Control Systems Liapunovs Stability Criterion 1

Control Systems Linear Approximation Nonlinear Systems

Control Systems Linearizing Effect Regenerative Feedback