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The better strain homogeneity in the TB2 alloy can be achieved with a weak external radius.
The effect of the external radius of the nanowire is also investigated.
Through the modulation of the inner and external radius, the resonant peak of optical rectification can be tuned effectively.
We discuss the dependence of nonlinear optical rectification on the cut-off angle and the inner and external radius.
The constraints are the disc size (external radius is fixed) and the total volume of ducts devised in disc.
We assess the effects of wall thickness and the ratio of length to (external) radius on the bifurcation behaviour.
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A new closed-form solution is presented for the stress and displacement distribution surrounding circular openings with finite external radii that are subject to uniform internal and external pressures under plane strain conditions.
In this equation, r i, r 0 and h are the internal, external radii and length of nanotube, respectively, and n is the number of nanotubes.
In this study, the internal and external radii of CNT are assumed to be 0 and 0.025 μm, respectively, and its length considered 1 μm.
In this paper, suppose the considered 3D hollow cylinder domain is regular, and the internal and external radii are denoted (r_{0}) and R, respectively.
Figure 3 represents the distribution of the local view factors for three different external radii (r_mathrm{e}) in the case of a single lamp, Fig. 3a, and in the case of eight lamps angularly displaced as in the real oven, Fig. 3b, when considering a ratio (L/R_mathrm{L}) equal to 0.16.
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