Sentence examples for long-range evolution from inspiring English sources

The availability of such large data sets offers real scope for statistically accurate calculations to describe the long-range evolution of the bulk flow and stress fields during industrial handling and processing of material in granular and powder states.

Long range evolution.

The long-range order parameter evolution against time is estimated for the ordering at 300°C into L10 from quenched disordered AuCu.

Two illustrative examples will be discussed in detail: the effect of residual hydrogen and 'edge sites' on Li binding, and the detailed evolution from long-range to short-range order in ball-milled graphite.

Glia contribute to the faster propagation of nerve signals and long-range communications, particularly via the evolution of myelinating glia in developed endotherms [ 59].

In this paper, we have discussed a series of hypotheses concerning the manner in which chromosome segmentation into TADs might relate to, and maybe even underlie, several aspects of chromatin architecture and metabolism, as well as long-range transcriptional regulation and genome evolution.

J1(C H) filtered H C HMBC experiments were acquired using a 2048 × 128 data matrix, a J(C H) value of 9 Hz for detection of long-range couplings resulting in an evolution delay of 55 ms, J1 C H) filter delay of 145 Hz (34 ms) for the suppression of one-bond couplings, a recycle delay of 1.5 s, and 144 scans per increment.

J1(C−H) filtered HMBC experiments were conducted using a 2048 × 256 data matrix, a J(C−H) value of 9 Hz for detection of long-range couplings resulting in an evolution delay of 55 ms, a J1(C−H) filter delay of 145 Hz (34 ms) for the suppression of one-bond couplings, a recycle delay of 1.5 s, and 128 scans per increment.

Therefore, the statistical properties of the long-range correlations described by the temporal evolution of the scaling exponents are located around these disturbance periods.

In this article we study global-in-time Strichartz estimates for the Schrödinger evolution corresponding to long-range perturbations of the Euclidean Laplacian.

The evolution of the long-range internal stresses and of the density of the GNDs with increasing deformation could be determined quantitatively as a function of deformation for cases of both single and multiple slip.