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MAE 2381 QUIZ 4 (CH. 3) EXAM QUESTIONS AND ANSWERS 2025

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Static Measurement - ANSWER-when the quantity measured does not change in value (it is steady) -only the signal magnitude is needed to reconstruct the input signal based on the indicated output signal (such as the value indicated by a ruler) -the output is IMMEDIATELY displayed Dynamic Measurement - ANSWER-quantity measured varies with time -signal amplitude, frequency, and general waveform information are needed to reconstruct the input signal -the measurement system must be fast enough to keep up with input signal -Ex. reading from a thermometer is dynamic event since it takes time to reach the "true" value as the system reaches thermal equilibrium General Model of Measurement System - ANSWER-the system senses an input signal and translates this information into a quantifiable output form -a general measurement system can be represented by a differential equation -the output y(t) of an instrument/system is based on input F(t), the forcing function Different Types of Measurement Systems - ANSWER0th Order -immediate response, no storage -no inertia in sensor or system

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MAE 2381
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MAE 2381

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MAE 2381 QUIZ 4 (CH. 3) EXAM
QUESTIONS AND ANSWERS 2025

Static Measurement - ANSWER-when the quantity measured does not change in
value (it is steady)
-only the signal magnitude is needed to reconstruct the input signal based on the
indicated output signal (such as the value indicated by a ruler)
-the output is IMMEDIATELY displayed

Dynamic Measurement - ANSWER-quantity measured varies with time
-signal amplitude, frequency, and general waveform information are needed to
reconstruct the input signal
-the measurement system must be fast enough to keep up with input signal

-Ex. reading from a thermometer is dynamic event since it takes time to reach the
"true" value as the system reaches thermal equilibrium

General Model of Measurement System - ANSWER-the system senses an input
signal and translates this information into a quantifiable output form

-a general measurement system can be represented by a differential equation

-the output y(t) of an instrument/system is based on input F(t), the forcing function

Different Types of Measurement Systems - ANSWER0th Order
-immediate response, no storage
-no inertia in sensor or system

1st Order
-simple delayed response
-measurement system absorbs
-stores energy when sensing variable

2nd Order
-Delayed response w/ potential oscillation
-measurement system dissipates
-stores energy
-requires moving and inertial component

Zero Order Systems - ANSWER-perfect performance with instant response
-ODE: a0y = F(t) [NO DERIVATIVE COMPONENTS]
-Solution: y(t) = KF(t) where K = 1/a0

-only depends on one physical parameter K which is the static sensitivity (dy/dx)
-if input is F(t) = A, the output is KA

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