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Work and Energy Methods—Virtual Work
by
Eisley, Joe G
, Waas, Antony M
in
arbitrary virtual displacement ‐ for elastic body, kinematically admissible
/ element stiffness matrix for 3D solids ‐ element stiffness matrix for 3D solids, problems similar to those for plane stress
/ element stiffness matrix for plane stress ‐ no simple polynomial expression for plane stress shape functions
/ MECHANICAL ENGINEERING & MATERIALS
/ principle of virtual work ‐ equivalent statement for bodies, in equilibrium
/ PVW, a straightforward way ‐ extending general method to other structural forms
/ static analysis of 3D and 2D solids by virtual work ‐ virtual work to case for general state of stress
/ static analysis of slender bars, general (FEM) method ‐ for slender bars, using principle of virtual work
/ strain displacement and Hooke's law equations ‐ in terms of nodal displacements
/ virtual work, sum of external and internal virtual work ‐ or external work, forces acting on surfaces of body
/ work and energy methods—virtual work ‐ alternative way, arriving at Newton's laws of static equilibrium
2011
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Work and Energy Methods—Virtual Work
by
Eisley, Joe G
, Waas, Antony M
in
arbitrary virtual displacement ‐ for elastic body, kinematically admissible
/ element stiffness matrix for 3D solids ‐ element stiffness matrix for 3D solids, problems similar to those for plane stress
/ element stiffness matrix for plane stress ‐ no simple polynomial expression for plane stress shape functions
/ MECHANICAL ENGINEERING & MATERIALS
/ principle of virtual work ‐ equivalent statement for bodies, in equilibrium
/ PVW, a straightforward way ‐ extending general method to other structural forms
/ static analysis of 3D and 2D solids by virtual work ‐ virtual work to case for general state of stress
/ static analysis of slender bars, general (FEM) method ‐ for slender bars, using principle of virtual work
/ strain displacement and Hooke's law equations ‐ in terms of nodal displacements
/ virtual work, sum of external and internal virtual work ‐ or external work, forces acting on surfaces of body
/ work and energy methods—virtual work ‐ alternative way, arriving at Newton's laws of static equilibrium
2011
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Work and Energy Methods—Virtual Work
by
Eisley, Joe G
, Waas, Antony M
in
arbitrary virtual displacement ‐ for elastic body, kinematically admissible
/ element stiffness matrix for 3D solids ‐ element stiffness matrix for 3D solids, problems similar to those for plane stress
/ element stiffness matrix for plane stress ‐ no simple polynomial expression for plane stress shape functions
/ MECHANICAL ENGINEERING & MATERIALS
/ principle of virtual work ‐ equivalent statement for bodies, in equilibrium
/ PVW, a straightforward way ‐ extending general method to other structural forms
/ static analysis of 3D and 2D solids by virtual work ‐ virtual work to case for general state of stress
/ static analysis of slender bars, general (FEM) method ‐ for slender bars, using principle of virtual work
/ strain displacement and Hooke's law equations ‐ in terms of nodal displacements
/ virtual work, sum of external and internal virtual work ‐ or external work, forces acting on surfaces of body
/ work and energy methods—virtual work ‐ alternative way, arriving at Newton's laws of static equilibrium
2011
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Book Chapter
Work and Energy Methods—Virtual Work
2011
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Overview
This chapter contains sections titled:
Introduction
Introduction to the Principle of Virtual Work
Static Analysis of Slender Bars by Virtual Work
Static Analysis of 3D and 2D Solids by Virtual Work
The Element Stiffness Matrix for Plane Stress
The Element Stiffness Matrix for 3D Solids
Summary and Conclusions
Publisher
Wiley,John Wiley & Sons, Ltd
Subject
arbitrary virtual displacement ‐ for elastic body, kinematically admissible
/ MECHANICAL ENGINEERING & MATERIALS
/ principle of virtual work ‐ equivalent statement for bodies, in equilibrium
/ PVW, a straightforward way ‐ extending general method to other structural forms
/ strain displacement and Hooke's law equations ‐ in terms of nodal displacements
ISBN
0470977620, 9780470977620
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