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The construction material of the isolated structure is normal weight reinforced concrete with a total material volume of 4,068.36 m 3 and the structure has a total weight of 10,170.90 tons.
Two-objective functions, the material volume of the structure and the coefficient of variation of the buckling load of the shell, are used for the description of the optimization problem, subject to deterministic, reliability and vulnerability constraints.
Using the Bottle Material Volume Evaluation Tool the system calculates two factors to evaluate the material volume of each bottle part and compare it to the minimal one for the specific volume and to quantify the effect of the modification of the part's dimensions on the volume of the packaging material.
This design method can provide us a quantification of the effect of increasing (or decreasing) a dimension on the amount of part material, which is being saved, a defmition of the profile that the part should have in order to reduce the material and a methodology for specifying height to width ratio, which leads to the biggest reduction of the material volume of a part.
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Lastly, the normalized permeability values significantly exceed those found for stochastic, metallic foams and other periodic structures with a material volume fraction of over 30%.
This method, the Dynamic Radiative Transfer System (DRTS), employs a dynamical system formality using a global sparse matrix, which characterizes the physical, optical and geometrical properties of the material-volume of interest.
Moreover, Gritty phyllite formations, covering roughly half of the total watershed area, is also susceptible to mass movement and slope failure and represents about 20%% of the total material volume released and 25%% of material volume affecting road network.
Poisson's ratio is a material constant representing compressibility of material volume.
A material volume and a slope of a post-critical path are assumed as optimization constraints.
Most of the material volume is therefore occupied by polymer.
While doing high-pressure experiments, the huge applied pressure causes a reduction of the material volume.
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