Exact(6)
Furthermore, an iterative procedure is proposed to find the optimal solution.
An iterative procedure is proposed to find the roots of the transcendental equation.
Quantitatively, a systematic procedure is proposed to find the right feed trays.
For larger deflections, an iterative procedure is proposed to find the distribution of membrane forces that satisfy both, equilibrium, and kinematics of the slab.
For the given kernel, a concrete procedure is proposed to find the input sequence maximizing the mutual information subject to the input energy constraints.
In this paper, a new procedure is proposed to find the exact shape functions and stiffness matrices of nonprismatic beam elements for the Euler Bernoulli and Timoshenko formulations.
Similar(2)
Then, an optimization procedure incorporating the Kriging modeling technique and a modified PSO algorithm is proposed to find the optimal combination of design variables.
Re-sampling procedure is proposed to alleviate this problem efficiently.
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