Sentence examples for curvature forms from inspiring English sources

To quantify how curvature forms, we developed QuASAR (quantitative analysis of sacculus architecture remodeling), which measures subcellular peptidoglycan dynamics.

Therefore other inequalities also appear, in [4, 5, 10 19] for slant submanifolds and semi-slant submanifolds in different curvature forms, which are called Chen inequalities.

It could be hypothesised that morphologies different from reverse curvature forms (characterised by a more diffuse LV hypertrophy and by a very common presence of an identifiable HCM-associated mutation) may be affected by a less severe diastolic dysfunction.

In particular, we consider the trace of the basic wave operator when the mean curvature form is basic.

In modern terms, there exists a positive line bundle L on X, with Chern class (A in H^2 (X, {mathbb {Z}}) = H^2 (Lambda, {mathbb {Z}}) = wedge ^2 ({{mathrm{text {Hom}}}}(Lambda, {mathbb {Z}}))), whose curvature form, equal to H, is positive (the existence of a positive line bundle on a compact complex manifold X implies that X is projective algebraic, by Kodaira's theorem, [247]).

Points of maximum curvature form a ring on a specific plane P for two adjacent nuclei.

In the toroidal pore model peptides, together with the lipid, assemble into a supra-molecular arrangement of high curvature forming a water-filled pore.

Consistent with theoretical predictions, the insertion of Bax-type proteins into a planar lipid increases the monolayer curvature, forming a large protein-lipid pore (Basañez et al., 1999, 2002).

In Part II, the prediction of springback of metal sheets after unequal double-curvature forming is illustrated.

This paper presents the results obtained from a series of experiments on double-curvature forming of 300 mm square and 15 mm thick plates of type 316L(N) stainless steel to evaluate the inherent springback and also to validate finite element method (FEM) based process model developed for forming of multiple-curvature sectors of large size vessels.

It is shown that the proposed mechanics model and analytical procedure can be conveniently applied to predicting the springback, as well as the strain and stress distributions of metal sheets after unequal double-curvature forming, which is valuable for design of tools with complicated shapes in manufacturing industries.