Sentence examples for relation of the deformation from inspiring English sources

The experimental study has been performed to find the relation of the deformation between a die and a product in closed die upsetting.

The predictions of the model are also discussed in relation to the deformation of columnar sea and lake ice, as well as with the mechanical behavior of granular ice of glaciers and polar ice sheets.

Effect of axial load on friction mobilization and P-delta effect are also discussed in relation to the deformation behaviour of concrete-filled beams.

A differential form of the equilibrium equations for the adherends is analytically solved by means of compatible relations of the adhesive deformation.

Because of the linear relation between the deformation field and pressure changes (or amount of dislocationslip) and the nonlinear relation between the deformation field and the source position, the observed unidirectional tilt changes and the steady ratio strongly suggest that the position of the deformation source did not change during the period of interest.

First, uniaxial tensile tests were performed to study the equivalent stress-equivalent strain relation and the deformation mode of the kinked rebar.

We say instead that X is quasi rigid if, for each other projective manifold Y homotopy equivalent to X, then either Y is deformation equivalent to X, or Y is deformation equivalent to (bar{X}) (recall that deformation equivalence is the equivalence relation generated by the relation of direct deformation).

(3) We say instead that X is quasi rigid if, for each other projective manifold Y homotopy equivalent to X, then either Y is deformation equivalent to X, or Y is deformation equivalent to (bar{X}) (recall that deformation equivalence is the equivalence relation generated by the relation of direct deformation).  .

The relation of the displacement gradient and deformation gradient tensor is brought via the matrix logarithm function.

x^{prime} = x + u_{0} + frac{partial u}{partial x}dx + frac{partial u}{partial y}dy (2) y^{prime} = y + v_{0} + frac{partial v}{partial x}dx + frac{partial v}{partial y}dy (3) Open image in new window Fig. 6 Schematic diagram of the deformation relation.

To capture the elastic/plastic behaviour, two competing theories of plasticity are considered; viz. the incremental theory (IT) of plasticity (with the Prandtl Reuss constitutive relations) and the deformation theory (DT) of plasticity (with the Hencky constitutive relation).