Sentence examples similar to frame optimization problem from inspiring English sources

The stochastic nature of these methods is effective in scouring the large design space of discrete variables intrinsic to steel frame optimization problems.

The advantage is that the per-frame optimization problem has only a power constraint and no rate constraints, which makes it simpler to solve.

The natural frequency maximization problem of frame structures is formulated as a non-parametric shape optimization problem under the volume constraint.

This frames an optimization problem between two conditions: (i) that the function of neighboring nodes be similar (smoothness condition), and (ii) that the final label of a node be consistent with its initial label if its function was known (initial condition).

One line of research direction is to re-frame the optimization problem as a linear programming problem and solve it with the Simplex method [ 14].

To this extent, the variable spaces present in steel frame design optimization problems are studied and two unique challenges of these spaces are identified and explained.

It is shown that the algorithms that exhibit robustness are those that incorporate intensification and diversification in ways that can effectively navigate the large variable spaces present in steel frame design optimization problems.

We apply the framework to the polio vaccine stockpile for the post-eradication era and present examples of solutions to one possible framing of the optimization problem.

The parameter tuning process has been framed as an optimization problem by employing an objective function based on equations corresponding to gain and phase margin specification.

Complying with this idea, an identification procedure is framed as an optimization problem where the proposed cost function measures the error in constitutive relation due to incompatible curvature/strain and moment/stress fields.

The controller design problem has been framed as an optimization problem, in which the cost function is formulated from the characteristic equation of the closed loop system at dominant poles that are identified from the given performance specifications.