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Exact(9)
The variables of the problem are taken as the cross-sectional areas of the members.
To this end, the variables of the problem are represented by Fourier series and the consistency condition is written in the Fourier space providing the system of equations to solve.
The design variables of the problem are the angles of orientation of cross-section wall elements the thickness and width of the steel sheet that forms the cross-section are fixed.
In the following, assumptions, indexes, parameters, and the decision variables of the problem are presented in Table 1.
In such a way that the value of one chromosome in the genetic algorithm is assumed, the values of discontinuous variables of the problem are known.
In this way, the discontinuous variables of the problem are modeled in the genetic algorithm, and in the section of fitness of the genetic algorithm, a LP is recalled.
Similar(51)
A Ritz type approach with moveable boundaries, where the coordinates defining the limits of the contact regions are considered as additional variables of the problem, is proposed to solve this class of unilateral contact problems.
The dependent unknown variable of the problem is the piezometric head.
The most interesting cases are problems which refer to multivariate functions, where the number of variables (dimension of the problem) is considered "huge".
The influence of different variables is covered and the theoretical aspects of the problem are considered.
Disadvantages of the standard random variable approach to the problem are discussed, and an alternative random process approach is developed.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com