Sentence examples for exactly constant from inspiring English sources

During this steady condition, the pupils do not remain at exactly constant size; there is a characteristic oscillation in size that, if exaggerated, is called hippus.

The problems are that, during its appearance, the image does not move with an exactly constant velocity, and the prism introduces some optical distortion of the image.

The magnetization switching dynamics in ferromagnetic Cobalt nanocylinders under mechanical loading is studied by a constraint-free phase field model, which allows the exactly constant magnetization magnitude and the explicit magneto-mechanical coupling.

Exactly constant traffic is quite unlikely, however for the purposes of elasticity periods where there is not a sufficiently large change in load is for all intents and purposes considered constant.

Since we will deal with a discrete and finite number of time points, no such sets exist and this technicality is not important.dWe will also show results where this phase difference is not exactly constant; see Figure6.eThese assumptions are not as restrictive as they may sound; see Section 3.1.fThis is usually called the over-determined case.

As depicted in Fig. 6 and with 16-QAM modulation, the performance is impacted by the fact that the strict equivalence assumption is not true, i.e., the term x H x (or z H z) is not exactly constant but only constant in average.

TALKING and dancing have not exactly been constant companions over the last 30 years, but neither have they been strangers.

A DGCL requires that these geometric parameters, which include among others grid positions and velocities, be computed so that the corresponding numerical scheme reproduces exactly a constant solution.

Random jammer: random jammers jam the channel independent of sleep and jam intervals of the transmission during a time window and behave exactly as constant jammer if sleep interval is zero during the time window.

This proves: When (X,Y in mathbf{P}_n) commute, there is exactly one constant speed geodesic running from X to Y in unit time, namely, (X t) = e^{ 1-t log X + tlog Y}), and be^{ 1-t logd} delta (X,Y) = {Vert }log Y - log X{Vert }_2.

This links up to the Kato Jensen work in that the (xi )'s where ({mathcal M}(H_0+xi V) ne {0}) are exactly the coupling constant thresholds.