Questions 21–30 of 65. Imported answers require independent review unless marked reviewed.

Topic practice 65 questionsPage 3 of 7

Question 21

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AEMCQ1 markNeeds review
Assuming that the aircraft is flying straight, the top spar cap / flange of a wing is most likely to fail in:
Diagram for Aerospace Engineering question 21

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Question 22

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A 2-DOF undamped spring-mass system with two masses and two springs has natural frequencies

rad/s and

rad/s. The mode shapes for the system are given by

and

. If the first mass is displaced by 1 cm, the minimum displacement in cm to be given to the second mass to make the system vibrate in first mode alone is __________ (in three decimal place).

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Question 23

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An aircraft landing gear can be idealized as a single degree of freedom spring-mass-damper system. The desirable damping characteristics of such a system is:
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Question 24

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A single degree of freedom spring-mass system of natural frequency 5 Hz is modified in the following manners: Case 1: Viscous damping with damping ratio

is introduced in parallel to the spring. Case 2: The original undamped spring-mass system is moved to a surface with coefficient of friction,

. The ratio of the damped natural frequency for the cases 1 and 2 is given by __________ (in three decimal places).

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Question 25

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Which of the following statements about the compatibility equations are true: P. Strain compatibility equations must be satisfied in the solution of three-dimensional problems in elasticity. Q. Six strains are defined in terms of three displacement functions and can have arbitrary values. R. Compatibility equations are an expression of the continuity of displacements.
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Question 26

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AEMCQ2 marksNeeds review
Matrix

and vector

are given. If vector

is the solution to the system of equations

, which of the following is true for

:
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Question 27

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AEMCQ2 marksNeeds review
Let matrix

. Then for any non-trivial vector

, which of the following is true for the value of

:
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Question 28

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AEMCQ2 marksNeeds review
Consider the initial value problem:

If

and

are the Laplace transforms of

and

respectively, then

is given by:
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Question 29

Open question
AENAT2 marksNeeds review
Let

denote the displacement of a point on a rod. The displacement satisfies the following equation of motion:

with

,

;

,

. The value of

is ________ (in three decimal places).

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Question 30

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AEMCQ2 marksNeeds review
The equation

has a solution

that is:
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