Correct Answer: Natural Frequency
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Correct Answer: The fundamental frequency of the system
Correct Answer: Measured variable
Correct Answer: Model Reference Adaptive Control
Correct Answer: Model Predictive Control
Correct Answer: A version of the Z-Transform, expanded to allow for an arbitrary processing delay.
Correct Answer: An arbitrary processing delay
Correct Answer: A control methodology that uses the state-space representation to analyze and manipulate the Internal Description of a system.
Correct Answer: Modern Controls
Correct Answer: Multiple Input, Multiple Output
Correct Answer: Model Free Adaptive Control
Correct Answer: That its current output is dependent on previous and current inputs.
Correct Answer: The system's current output is dependent on previous and current inputs.
Correct Answer: Commercial software having a Control Systems toolbox
Correct Answer: An oscillatory response
Correct Answer: The system has an oscillatory response.
Correct Answer: The DC gain at 0 frequency
Correct Answer: The gain component of frequency response
Correct Answer: Linear Quadratic Regulator
Correct Answer: Local/Remote operation
Correct Answer: User-applied lower bound on control output signal
Correct Answer: See Linear, and Time-Invariant.
Correct Answer: Linear Time-Invariant
Correct Answer: A system that satisfies the superposition principle.
Correct Answer: Left Eigenvectors
Correct Answer: The imaginary part of s
Correct Answer: The imaginary part of s is plotted along the vertical axis.
Correct Answer: An integral transform that converts a function from the time domain into a complex frequency domain.
Correct Answer: The observed process impact from an output is slower than the control rate.
Correct Answer: Z-domain
Correct Answer: An integral transform that converts a function from the Z-domain into the discrete time domain.
Correct Answer: A transformation that converts a function from the S-domain into the time-domain
Correct Answer: Converts a function from the frequency domain into the time-domain.
Correct Answer: An integral transform that converts a function from the frequency domain into the time-domain.
Correct Answer: It integrates the system input
Correct Answer: Integrates the system input
Correct Answer: Squared error (ideal vs actual performance) is integrated over the analysis period.
Correct Answer: The absolute error (ideal vs actual performance) is integrated over the analysis period.
Correct Answer: Instantaneous
Correct Answer: The initial conditions of the system to be determined from the Transfer function.
Correct Answer: The conditions of the system at time t=t0, where t0 is the first time the system is stimulated.
Correct Answer: The conditions of the system at the first time the system is stimulated.
Correct Answer: Impulse Response
Correct Answer: The system output when the system is stimulated by an impulse input.
Correct Answer: The derivative of the unit step.
Correct Answer: A function denoted δ(t), that is the derivative of the unit step.
Correct Answer: Systems which have both analog and digital components.
Correct Answer: A system whose scaled input results in an equally scaled output.
Correct Answer: An electrical engineer who did extensive work in controls and information theory
Correct Answer: In controls and information theory
Correct Answer: Electrical Engineer
Correct Answer: A constant multiplier in a system that is typically implemented as an amplifier or attenuator.
Correct Answer: A branch of study that is related to control engineering, and especially optimal control.
Correct Answer: Control engineering
Correct Answer: A measure of the amount of signal power distributed over frequency.
Correct Answer: The response of a system to sinusoids of different frequencies.
Correct Answer: Frequency Response
Correct Answer: The steady-state value of a system
Correct Answer: The use of signal smoothing techniques to reject undesirable components like noise.
Correct Answer: To reject undesirable components like noise
Correct Answer: Feedforward
Correct Answer: Processing unit H
Correct Answer: Apportions fractional weight to new and existing data to form a working average.
Correct Answer: An equation that relates complex exponentials to complex sinusoids.
Correct Answer: Eigenvectors
Correct Answer: Solutions to the characteristic equation of a matrix
Correct Answer: It doesn't have memory
Correct Answer: Dynamic
Correct Answer: The system has an infinite number of states.
Correct Answer: The system is distributed.
Correct Answer: A system or signal that is only defined at specific points in time.
Correct Answer: Direct action target output increase
Correct Answer: A system that is both discrete-time, and quantized.
Correct Answer: Deadtime
Correct Answer: The time shift between the output change and the related effect
Correct Answer: The damping properties of a system.
Correct Answer: The integral form of the convolution operation.
Correct Answer: Convolution integral
Correct Answer: Convolution
Correct Answer: A complex operation on functions defined by the integral of the two functions multiplied together, and time-shifted.
Correct Answer: Sample rate
Correct Answer: A system or signal that is defined at all points t.
Correct Answer: Bounded-input bounded-output stable
Correct Answer: Bounded-input, bounded-output
Correct Answer: A controlled system using feedback or feedforward
Correct Answer: Classical Controls
Correct Answer: A system whose output does not depend on future inputs.
Correct Answer: When the output of a control loop is fed to/from another loop.
Correct Answer: Bounded Input, Bounded Output
Correct Answer: The frequency characteristics of the system
Correct Answer: A variant of the Z-transform
Correct Answer: Auto
Correct Answer: Auto-Manual
Correct Answer: Analog Timed Output
Correct Answer: Autoregressive Moving Average
Correct Answer: A system that is continuous in time and magnitude
Correct Answer: Additive
Correct Answer: When control gain is varied depending on system state or condition, such as a disturbance.
Correct Answer: A system metric that determines that amount of acceleration error in the system.
Correct Answer: The amount of steady state error of the system when stimulated by a unit parabolic input.
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