Sentence examples for geometry fluctuations from inspiring English sources

As expected, plotting the distribution of inter-model RMSD values against the #RotB descriptor (Additional file 1: Figs. S9 S10) confirms that with an increased conformational freedom of the ligand (higher #RotB) the chance of more pronounced geometry fluctuations rises a fact that should be reflected upon when evaluating RMSD values for larger and more flexible compounds.

There's also the operator that describes the spacetime geometry's fluctuations, and the other quantum states of the string.

He has been interested, in particular, in the interplay between fluctuations, geometry and statistical mechanics.

For most cases of molecular rotational symmetry and transition dipole geometry relevant to fluctuation polarization sensitive experiments, the autocorrelation function is approximated by a stretched-exponential rise term [ 28, 49].

On the incoming side, where the material is defined, the definition of geometry and mechanical properties fluctuations is not so clear, because they depend also of the chosen technology, available machinery, etc.

The energy barrier is quite small in comparison with the F−(H2O) cluster, which indicates the frequent changes of cluster geometry under certain thermal fluctuations.

We use the concept of two distinct fluctuation geometries to study anisotropy: parallel and perpendicular wave vector geometries (Fig. 1).

Fig. 1 Contours of energy distributions for two fluctuation geometries.

The idea of the two fluctuation geometries is motivated by long-standing questions about the nature of symmetries of plasma turbulence, viz., whether wave vectors in plasma turbulence prefer parallel or perpendicular directions to the mean magnetic field (Matthaeus et al., 1990; Carbone et al., 1995).

The distributions are furthermore reduced to one-dimensional energy spectra for the two fluctuation geometries by summing over the parallel or the perpendicular wave numbers, respectively, and then the spectra are compared at the same wave numbers by setting k‖= k⊥ to measure the wave vector anisotropy.

Given the uncertainty principle and the probabilistic nature of quantum theory, one has a picture involving fluctuations of the geometry of space, much as the electric and magnetic fields fluctuate in QED.