Sentence examples for spherical parts from inspiring English sources

The high-quality spherical parts depend not only on the design and machining techniques but also on the adopted measurement and evaluation approaches.

Along with the developments of manufacturing and machining technology, spherical parts with high-precision are widely applied to many industrial fields.

The first interest of this analysis is that the continuity conditions along the junction lines between the cylindrical and the spherical parts are immediately obtained.

having the advantages of good forming results, high dimensional accuracy and simplicity of the process and thus may be used as a new forming method for the spherical parts.

The method used, which, in the authors' opinion, is not quite new, is based on the expansion of the elasticity equations into a Taylor series of the transverse variable: by using the same degree of expansion, the equations obtained for the cylindrical part and for the spherical parts are consistent (they correspond to the Donnell and Mushtari approximation).

However the intensity of photonic nanojet decreases with decrease in height offered by spherical part of the proposed microstructure.

These are validated by simulation of a simple block and a real deep drawing process forming a spherical part.

Let (Delta_{n}^) be the spherical part of the Laplace operator, and Γ be a domain on (mathbf{S}^{n-1}) with smooth boundary ∂Γ.

Nonlinearity in the spherical part of construction results in a single univariate quartic equation which yields solutions in a closed form.

Let (Delta^{ast}) be the spherical part of the Laplace operator Δ (see [1]), Delta=frac{n-1}{r}frac{partial}{partial r}+frac{partial^{2}}{partial r^{2}}+frac{Delta^{ast}}{r^{2}}, and Ω be a domain on (mathbf{S}^{n-1}) with smooth boundary.

By decreasing the height offered by the spherical part of the micro structure gives an increased zigzag type response for the propagation length which was found to be maximum for cone.