Sentence examples for straightforward geometry from inspiring English sources

At Cambridge, he and several friends tackled a seemingly straightforward geometry problem: dividing a square into smaller squares.

Observe that p C = p C for all χ ∈ R. For the semicircular forwarding region F of our analysis, straightforward geometry shows that p F = R ( 1 + | cos χ | ).

Boundary integral methods are advantageous when simulating viscous flow around rigid particles, due to the reduction in number of unknowns and straightforward handling of the geometry.

The method features (i) commonly used specimen geometry, (ii) straightforward experimental implementation, and (iii) sensitivity to relevant design parameters including PCM volume fraction, enthalpy of phase change, composite effective thermal conductivity, and specimen dimensions.

The empirical nature of the well-known Ergun equation for prediction of the permeability of granular materials inhibits the straightforward generalization to other geometries of the pore space and non-Newtonian effects of traversing fluids.

Although our studies were performed in two dimensions for computational efficiency, the generalization of our technique and conclusions to three-dimensional geometries is straightforward.

The proposed protocol is very straightforward: select two end-point geometries (specifically, mathematical geometries such as a circle or ellipse, not exemplar specimens) and submit them to a coordinate-point eigenshape (CPES) analysis, which defines the vector between them, generating a single, geometric shape metric.

Most of the new submissions to FDA involve DES devices that serve non-straightforward lesions or geometries.

The cumulative effect of their method was a straightforward reductive image of the geometry of their subject.

The selected geometry description enables straightforward determination of individual fibre paths.

A straightforward approach to encode the geometry is to enumerate pairwise spatial relationships between k substructures, like functional groups or subgraphs.