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The formation of various dimensional ZnO nanowires is attributed to short-circuit and lattice diffusion mechanisms.
In this chapter, we will discuss the recent improvements in the fabrications of various dimensional TiO2 nanostructured materials that help manage these inherent limitations.
It can be observed from the architectures of 1 3 that secondary ligands had great effects on the spatial connective fashions, resulting in the formation of various dimensional compounds.
It can be observed from the architectures of 1 5 that hydrogen bonds and secondary ligands both have great effects on the spatial connective fashions, resulting in the formation of various dimensional compounds.
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The comparisons of computational results demonstrate the appropriateness and efficiency of the approach developed in this work for the calculation of critical loads of composite SSCF plates with various dimensional and stiffness parameters.
The comparisons demonstrate efficiency of the proposed approach to the buckling analysis of composite CCFF plates with various dimensional and stiffness parameters.
With one experimental setup and two fluids, this study examines various dimensional aspects of microstructured riblets.
In this paper, the design, implementation and performance analysis of various one dimensional codes in an OCDMA system for different data formats is presented.
The assembly of various low dimensional nanomaterials into hierarchical nanostructures is a central issue since it inherits the advantages of each component and even leads to the formation of advanced materials with unforeseen properties.
The validity of the finite difference based code was checked by comparing the bound state energies of various two dimensional systems with appropriate boundary conditions with analytic solutions or the results obtained by COMSOL software, which uses the finite element method, and a very good agreement was found.
Fortunately, a realistic power system could be thought of an interconnection of various one-dimensional lines.
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