Answer these 100 Feedback Control Systems MCQs and see how sharp is your knowledge of Feedback Control Systems.
Scroll down and let's start!
A. The amount of steady state error of the system when stimulated by a unit rectangular input.
B. The amount of steady state error of the system when stimulated by a unit step input.
C. The amount of steady state error of the system when stimulated by a unit parabolic input.
D. The amount of steady state error of the system when stimulated by a unit ramp input.
A. The speed at which something happens
B. A system metric that determines that amount of acceleration error in the system.
C. A unit of measurement of time
D. A mathematical constant that is the ratio of the circumference of a circle to its diameter.
A. When control gain is varied depending on system state or condition, such as a disturbance.
B. A method of reducing the overall gain of a system.
C. Both of these
D. None of these
A. None of the above
B. Multiplicative
C. Additive
D. Subtractive
A. A system that is continuous in time and magnitude
B. A system in which information is represented by a series of pulses
C. A system that uses vacuum tubes and other passive elements to process information
D. A system that uses discrete steps to represent information
A. Association of Retired Magicians and Actors
B. Autoregressive Moving Average
C. Average Rating of Movies and Actors
D. Annual Revenue of Movie Theaters in America
A. Auxiliary Terminal Operator
B. Automatic Timed Output
C. Annual Tax Outcome
D. Analog Timed Output
A. Air Mass
B. Auto-Manual
C. Amplitude Modulation
D. Alpha Motor neuron
A. Average
B. Auto
C. Attention
D. Analog
A. A variant of the Laplace transform
B. A variant of the Z-transform
C. A variant of the Wavelet transform
D. A variant of the Fourier transform
A. Amount of energy required for the system to function
B. Sound waves emitted by the system
C. The frequency characteristics of the system
D. The efficiency of the system
A. Bounded Input, Bounded Output
B. Big In, Big Out
C. Brought In, Brought Out
D. Born In, Brought Out
A. When the output of a control loop is fed to/from another loop.
B. A sudden increase
C. A type of waterfalls
D. To fall abruptly
A. A system that depends on inputs
B. A system whose output depends on future inputs
C. A system whose output does not depend on future inputs.
D. A physical system
A. Non-Classical controls
B. Áedán mac Gabráin
C. Classical Controls
D. Conventional Controls
A. A system with no feedback
B. A controlled system using feedback or feedforward
C. A system that is not open to outside input
D. A system that is open to outside input
A. Bilateral-input, bounded-output
B. Bounded-input, bounded-output
C. Bounded-input, bilateral-output
A. BIBO Unstable
B. Bounded-input Unbounded-output stable
C. Unbounded-input bounded-output stable
D. Bounded-input bounded-output stable
A. A system or signal that is defined at all points t.
B. A system or signal that is defined at discrete points in time
C. A system that is not time-varying
D. A system or signal that is not defined at all points
A. Nyquist rate
B. Encoding
C. Sample rate
D. Clock jitter
A. A simple operation on functions defined by the integral of the two functions multiplied together.
B. A complex operation on functions defined by the integral of the two functions multiplied together, and time-shifted.
C. A complex operation on functions defined by the integral of the two functions added together.
D. A complex operation on functions defined by the integral of the two functions divided by each other.
A. Convolution
B. Division
C. Addition
D. Multiplication
A. Polynomial integral
B. Convolution integral
C. Natural logarithm integral
D. Logarithmic integral
A. Addition of two or more signal
B. Calculation of time difference
C. The integral form of the convolution operation.
D. Method to find Laplace transform
A. The damping properties of a system.
B. The distance between two objects.
C. The mass of an object.
D. The acceleration of an object.
A. A situation where all machines are shut down
B. A situation where communication has broken down
C. The time shift between the output change and the related effect
D. A situation where all processes have ceased
A. Latency
B. Runtime
C. Deadtime
D. Overtime
A. A system that is continuous-time and quantized.
B. A system that is either discrete-time or quantized.
C. A system that is both discrete-time, and quantized.
D. A system that is discrete-time and analog.
A. Indirect action target output increase
B. Reversible action target output increase
C. Direct action target output increase
D. No action target output increase
A. A system or signal that is only defined at some points in time.
B. A system or signal that is defined at all points in time.
C. A system or signal that is only defined at specific points in time.
D. A system or signal that is not defined at any points in time.
A. The system is in an infinite number of states.
B. The system is in a finite number of states.
C. The system is not distributed.
D. The system is distributed.
A. The system has an infinite number of state variables.
B. The system has a finite number of state variables.
C. The system has a finite number of states.
D. The system has an infinite number of states.
A. Static
B. Continuous
C. Dynamic
D. Linear
A. It has memory
B. It doesn't have memory
C. It is constantly changing
D. It is complex
A. The determinant of the matrix
B. Solutions to the characteristic equation of a matrix
C. Functions of time that are solutions to the characteristic equation of a matrix
D. The matrix itself
A. Eigenvalues
B. Inverse vectors
C. Characteristic vectors
D. Eigenvectors
A. An equation that relates complex exponentials to complex sinusoids.
B. A method of solving differential equations
C. A consequence of the Pythagorean theorem
D. A proof of the fundamental theorem of calculus
A. Uses filters to clean data.
B. Weights data equally.
C. Calculates the average of a data set.
D. Apportions fractional weight to new and existing data to form a working average.
A. Processing unit H
B. Plant
C. Input
D. Output
A. Function approximation
B. Data preprocessing
C. Feedback
D. Feedforward
A. To reject undesirable components like noise
B. To make the signal more periodic
C. To boost the signal
D. To sculpt the signal into an aesthetically pleasing shape
A. The use of signal smoothing techniques to reject undesirable components like noise.
B. The use of signal amplification techniques to reject undesirable components like noise.
C. The use of signal averaging techniques to reject undesirable components like noise.
D. The use of signal attenuation techniques to reject undesirable components like noise.
A. The steady-state value of a system
B. The input value of a system
C. The transient value of a system
D. The transfer function of a system
A. Triangle Wave
B. Square Wave
C. Frequency Response
D. Sine Wave
A. The response of a system to shocks of different intensities.
B. The response of a system to different levels of input.
C. The response of a system to sinusoids of different frequencies.
D. The response of a system to different angles of incidence.
A. A mathematical function that transforms signals from the time domain to the frequency domain.
B. A measure of the amount of signal power distributed over frequency.
C. An integral transform that analyzes the frequency characteristics of a system.
D. The ratio of the amplitude of two waveforms.
A. Political science
B. Sociology
C. Physics
D. Control engineering
A. A branch of study that is related to computer science and programming
B. A branch of study that is related to control engineering, and especially optimal control.
C. A branch of study that is related to mathematics and physics
D. A branch of study that is related to economics and business
A. The rate of change of a signal
B. A unit of measure for loudness
C. A constant multiplier in a system that is typically implemented as an amplifier or attenuator.
D. A control system that adjusts itself automatically
A. Chemist
B. YouTuber
C. Electrical Engineer
D. Plumber