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Parts IV and V Review Questions

from Part V - Energy-Based Numerical Solutions

Published online by Cambridge University Press:  05 June 2012

Bruce K. Donaldson
Affiliation:
University of Maryland, College Park
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Summary

True or False?

  1. The Principles of Virtual Work and Complementary Virtual Work are valid only for elastic materials.

  2. The virtual work and complementary virtual work of a entire structural system are simply the sum of the virtual work and complementary virtual work, respectively, of each part of the structural system.

  3. Typical virtual work and complementary virtual work statements are δW = u δF, and δW* = F δu, respectively.

  4. The PCVW for small strains is entirely equivalent to the linear strain–displacement equations, and therefore is entirely equivalent to the linear compatibility equations.

  5. One possible form of complementary virtual work is a real moment moving through a virtual rotation.

  6. The PCVW requires that the virtual forces and moments form a system of forces and moments that are in equilibrium with the actual forces and moments.

  7. There are only stylistic differences between the virtual load method, the unit load method, and applications of Castigliano's second theorem.

  8. The unit load method is a special application of the PCVW wherein a unit load system consisting of a unit load and its equilibrating reactions are the set of virtual loads.

  9. For both statically determinate and indeterminate structural systems, any unit load system must be distributed as if the unit load system were another actual load system where, generally, any actual load system satisfies more than just equilibrium conditions. Note that all “load systems” include support reactions.

  10. There need be no connection between any unit load system and the applied load system, and each unit load system must be linearly independent of all other unit load systems used in that analysis of the indeterminate structure.

  11. […]

Type
Chapter
Information
Analysis of Aircraft Structures
An Introduction
, pp. 747 - 756
Publisher: Cambridge University Press
Print publication year: 2008

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