Earlier, the criterion of minimum material consumption was formulated within the outline design of the I-shaped bar width and the stability constraints or restriction to the value of the first natural frequency in one principal plane of the cross-section inertia. In the distinctive paper, we formulate a criterion for the minimum material capacity of the I-shaped bar with a variation in its thickness and outline of the width, with restrictions on the value of the critical force or restriction to the value of the first natural frequency in two principal planes of the section inertia. © Published under licence by IOP Publishing Ltd
This dissertation is focused on the utility of variational principles and the vast possibilities the...
The primary problem often facing designers of structural systems is determining the shape of the str...
The problem of structural optimization for elastic bodies is considered. The goal is to minimize an ...
Earlier, the criterion of minimum material consumption was formulated within the design of the I-sha...
The non-linear programming algorithms for the minimum weight design of structural frames are present...
Structural design is the process of determining the configuration and member dimensions of a structu...
The description of the algorithm of steel structures optimal design is described in the article. The...
Optimal design of a frame structure with a specified geometric scheme consists in finding control pa...
A new algorithm is presented for the solution of structural optimization problems in which the stres...
The paper considers parametric optimization problems for the steel bar structures formulated as nonl...
An actual structural design, especially that of lightweight structures, must evaluate strength, stif...
The objective of optimization problem is to obtain project of structure, which satisfy limit require...
The problem of proportioning an assembled steel I-beam made of three sheets is well-known. It is inc...
The design of the best structure for a given purpose depends upon the criterion used for optimisati...
Classical optimization problems of metal structures confined mainly with 1st class crosssections. Bu...
This dissertation is focused on the utility of variational principles and the vast possibilities the...
The primary problem often facing designers of structural systems is determining the shape of the str...
The problem of structural optimization for elastic bodies is considered. The goal is to minimize an ...
Earlier, the criterion of minimum material consumption was formulated within the design of the I-sha...
The non-linear programming algorithms for the minimum weight design of structural frames are present...
Structural design is the process of determining the configuration and member dimensions of a structu...
The description of the algorithm of steel structures optimal design is described in the article. The...
Optimal design of a frame structure with a specified geometric scheme consists in finding control pa...
A new algorithm is presented for the solution of structural optimization problems in which the stres...
The paper considers parametric optimization problems for the steel bar structures formulated as nonl...
An actual structural design, especially that of lightweight structures, must evaluate strength, stif...
The objective of optimization problem is to obtain project of structure, which satisfy limit require...
The problem of proportioning an assembled steel I-beam made of three sheets is well-known. It is inc...
The design of the best structure for a given purpose depends upon the criterion used for optimisati...
Classical optimization problems of metal structures confined mainly with 1st class crosssections. Bu...
This dissertation is focused on the utility of variational principles and the vast possibilities the...
The primary problem often facing designers of structural systems is determining the shape of the str...
The problem of structural optimization for elastic bodies is considered. The goal is to minimize an ...