Sentence examples for be punctually from inspiring English sources

Dictionary

be punctually

adverb

In a punctual manner; on time.

synonyms

Exact(3)

One such use could be its incorporation into structures that are required to support cyclic loading, such as asphalt pavements, as they can be punctually activated to minimize the impact of traffic loads.

For simplicity, it is assumed that a force can be punctually applied in the direction normal to a side of the rectangle, even at the vertices (in practice, a security distance must be considered).

The Constitution is clear: the president must "take care that the laws be faithfully executed," and when our first president, George Washington, took office he imposed a strict rule that "whatever is required" of his subordinates "be punctually complied with".

Similar(56)

But the geese -- there are dozens of them -- have little to complain about: they're all housed in green wooden cubes that look warm and comfortable, and are punctually fed by the Dragor municipality.

For a few days, Audie and Beth found reasons to be busy, to remain apart at the very times when, a week earlier, they would have been punctually together, at the pool, in the restaurant, in their suite, at yoga, awaiting a treatment, poking golf balls across the putting green, side by side.

Various other polyacid species, for instance, isobenzofuranone, benzoic and adipic acids were punctually identified.

The internal cavities are punctually included where the Von Mises stress is lower than an established threshold.

A qualitative comparison of the three focal series indicates that all reconstructions are punctually affected by diffraction related artifacts.

A subset W of a space ((X, tau)) is called supra-regular if, for any (x in W) and any (H intau^(x)), there exists (U intau) such that x in U subseteq taumboxoperatorname{cl}(U) subseteq H. (3.14) Recall that (F: (X, tau) rightarrow(Y,sigma)) is punctually supra-regular if, for each (Xin X), (F x)) is supra-regular.

A subset W of a space ((X, tau)) is called superharmonic-regular, if for any (x in W) and any (H intau^(x)) there exists (U intau) such that x in U subseteq operatorname{tau-cl}(U) subseteq H. Recall that (F: (X, tau) rightarrow(Y,sigma)) is punctually superharmonic-regular, if for each (Xin X), (F x)) is superharmonic-regular.

The General then required the stock to be brought to the landing the next day, which was punctually complied with.

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