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Consequently, the weight of structures becomes minimal; while the capacity of structural members is utilized more efficiently and the SPSWs are provided with less overstrength.
The main goal of the structural optimization is to minimize the weight of structures while satisfying all design requirements imposed by design codes.
A new structural analysis and optimization algorithm is developed to determine the minimum weight of structures with the truss and beam-type members under displacement and stress constraints.
With alternating current, especially with relatively high overhead-wire voltages (10,000 volts or above), fewer substations are required, and the lighter overhead current supply wire that can be used correspondingly reduces the weight of structures needed to support it, to the further benefit of capital costs of electrification.
Adhesive joints permit to join complex shapes and reduce the weight of structures.
In transportation engineering, and particularly in aerospace and automotive engineering, reducing the weight of structures has for decades been one of the primary concerns.
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The number of symmetry operations for configuration i can be calculated with the formula (Nw_i), where N is the total number of symmetry operations and (w_i) the weight of structure with index i.
Considering its light weight of structure and ease of placement, Light-weight self-compacting concrete (LWSCC) may be the answer to the increasing construction requirements of slender and more heavily reinforced structural elements.
Lightweight concrete can be applied in a number of ways, such as a reduction in self-weight of structures with smaller cross sections.
In other words, what happens here is that we find a suitable parameterization which brings us back to a simple univariate GF whose coefficients count the sum of weights of structures over n vertices.
This paper presents an optimization algorithm for weight minimization of structures.
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