Sentence examples for both rotations are presented from inspiring English sources

Analytical expressions fitted to the values from the ab initio calculations for both rotations are presented.

Analyses of the mode shapes in terms of eigenvector rotations are presented and are found to form a valuable tool for the interpretation of experimental results.

The results of the principal components analysis with two-factor Varimax rotations are presented in Table 3.

A mathematical model for flexible slewing beams subjected to overall large rotations is presented.

A theory for incompressible rubber-like straight rods undergoing finite strains and finite rotations is presented.

A general model of dynamic bending of isotropic micropolar elastic thin plates with independent fields of displacements and rotations is presented.

In this paper an analytical proof to show that the natural frequencies of a cracked beam with a roving body possessing mass and rotary inertia will generally change abruptly as the body passes over a crack, provided that the crack permits differential flexural rotations, is presented.

The training trials for rightward and leftward rotations were presented equally often but pseudo-randomly sequenced.

External work done due to ultimate load and internal work done due to hinge rotation are presented as Equations 1 and 2, respectively.

External work done due to the ultimate load and internal work done due to hinge rotation are presented as Equations 1 and 2, respectively.

Time histories of the excitation, the primary system displacement and the auxiliary system rotation are presented and, from which, frequency response functions were obtained.