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In this paper, we show how to minimize the pumping power requirement in a fluid tree-shaped network under different size constraints (volume, surface, length).
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Every geometric detail of the optimized two-material conductive structures is determined based on principle – the minimization of global resistance subject to global constraints (total volume, total volume of high-conductivity material).
There are three degrees of freedom in the heat exchanger configuration, which is subjected to two global constraints: total volume, and total volume (or weight) of wall-material.
Critical structures and constraint-lung volume dose constraints were set in the optimization procedure.
As the equality constraints, the volume of material and the capacity of a shell are considered.
Design constraints include volume fraction, effective complex moduli, geometric symmetry and material symmetry.
New algorithms are developed for minimization of structural compliance considering constraints on volume and buckling load factors.
This paper presents a new approach to study the statistics of lattice random walks in the presence of obstacles and local self-avoidance constraints (excluded volume).
The pharmacophore model represents the favourable hydrophobic and hydrogen bond interactions between the two partners, as well as spatial and receptor site constraints (excluded volume spheres).
The existence of thin axons in large brains is, on the one hand, imposed by constraints in volume increase (Ringo et al. 1994).
In literature some data are available about dose constraints and volumes according to the tissue architectures.
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