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Specific examples presented include a truss structure and an automotive inner body panel.
The present method is implemented for a truss structure and a frame structure.
Vibration of the truss structure and vibration of the oscillator are studied through simulated examples.
The proposed method is investigated by truss structure, and the results show the effectiveness of the proposed method.
As applications optimal design problems are solved for an elasto-plastic truss structure and for an elasto-plastic continuum.
Two analytical functions as well as three engineering problems were tested, including a truss structure and a water distribution network.
Similar(42)
An efficient relationship between geometric and material properties of pin-jointed truss structures and their eigenvalues is established.
The accuracy and efficiency of the proposed techniques are demonstrated using bar truss structures and solid structures in various complex load cases.
Objective functions of the optimization problems are minimum weights of the whole truss structures and constraints are stress, displacement and buckling limitations.
This paper presents a methodology for the optimization of three dimensional truss structures and its application to supports of power transmission lines.
Their effectiveness is illustrated using numerical data for two truss structures and both location and sizing algorithms are validated experimentally using a three-beam test structure.
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