1969•Journal of the Structural DivisionRequires access

Optimization of Truss Geometry

Michael W. Dobbs, Lewis P. Felton

Open publisher page 97 citations

Abstract

The effect of multiple (independent) load conditions on the optimum geometrical configurations of planar trusses is investigated. A general configuration is established by considering all truss components connecting the nodal points of a rectangular gridwork of possible joint locations. This general design is modified through use of a steepest descent nonlinear programming algorithm. Unnecessary components are dropped from the configuration until a truss of minimum weight is obtained. Modifications of joint locations through changes in the nodal pattern are also considered. For the particular design examples investigated, statically determinate trusses were found to exist which are lighter in weight than indeterminate trusses.

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The effect of multiple (independent) load conditions on the optimum geometrical configurations of planar trusses is investigated. A general configuration is established by considering all truss components connecting the nodal points of a rectangular gridwork of possible joint locations. This general design is modified through use of a steepest descent nonlinear programming algorithm. Unnecessary components are dropped from the configuration until a truss of minimum weight is obtained. Modifications of joint locations through changes in the nodal pattern are also considered. For the particular design examples investigated, statically determinate trusses were found to exist which are lighter in weight than indeterminate trusses.

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Available abstract

The effect of multiple (independent) load conditions on the optimum geometrical configurations of planar trusses is investigated. A general configuration is established by considering all truss components connecting the nodal points of a rectangular gridwork of possible joint locations. This general design is modified through use of a steepest descent nonlinear programming algorithm. Unnecessary components are dropped from the configuration until a truss of minimum weight is obtained. Modifications of joint locations through changes in the nodal pattern are also considered. For the particular design examples investigated, statically determinate trusses were found to exist which are lighter in weight than indeterminate trusses.

Key concepts: Truss, Statically indeterminate, Minimum weight, Structural engineering, Nonlinear programming, Mathematics, Planar, Joint (building)

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