Sentence examples for more complex time from inspiring English sources

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What Was Promised is divided into three sections, each set 20 years apart (1948, 1968 and 1988), though this deceptively simply structure provides the scaffolding for a far more complex time scheme, in which the narrative moves back and forth, shifting perspective between characters, parsing out information or leaving teasing cliffhangers to be resolved later.

Moreover, as was shown in this paper the time scale approach enhances economic modeling by the possibility of working with more complex time domains.

The major advantages of modal response spectrum analysis (RS), compared with the more complex time history analysis described later, are as follows.

Thus, both σ xx ∞ and σ xv ∞ have a quite regular oscillation with period T, while σ vv ∞ shows a more complex time evolution.

The usefulness of presented ideas and results are based on consequences that result from introducing a more complex time model into real-time software engineering.

Since the modelling process for complete rail vehicle systems becomes increasingly more complex, time and cost can be saved by the use of a database concept and an automated assembling process for the vehicle of interest.

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A more complex time-dependent process is probably required, which is also dependent on patch size (Aochi and Matsu'ura 2002).

Measuring diameter is simple, accurate and inexpensive, whereas measuring height is relatively more complex, time-consuming and expensive.

However, more complex, time-dependent precipitate morphologies were observed, with faceted Fe-rich precipitates attached to the parent faceted Au-rich particles of the same height being dominant at the last stages of the transformation.

Additionally, two modes of acquisition, event counting mode and the more complex time-over-threshold mode, were compared to the TG-43 protocol for the determination of their suitability for dosimetry.

In-depth analysis of the attained results reveals that the solution to the more complex time-varying frequency can be understood through a process which "samples" the fixed-frequency response curve at a discrete and fixed frequency interval then multiplies the response by proper weights.

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