Sentence examples for depending on the use frequency from inspiring English sources

Exact(1)

In Flash-ROMs, defective blocks are present as early as the manufacturing process, and new defective blocks are generated depending on the use frequency.

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The precision of measurement was also compared, indicated as %RSD, depending on the pulse frequency used.

These may involve, for example, the use of satellite links (which, depending on the frequency used, is also prone to rain attenuation, see [28] and [27]) or alternative government-operated networks.

Adjusting the relationship network by giving a certain weighting or priority to each character depending on its use frequency, means the learning path spreads gradually through the network while picking up most of the common characters first.

Due to its relatively long half-life, THC can be detected in the blood and urine of an individual for hours to days and for days to months following marijuana use, respectively, depending on the frequency of use and other factors (NORML [2014b]; Asbridge [2014]; Grotenhermen et al. [2007]; NORML [2014b]).

He'll need a lot of base stations to cover a large area if they're like the one Perlman showed me in his San Francisco office the range depends on the base station's power, but that one, a five-watt unit, would cover about two to eight blocks, depending on the frequencies used.

As will be described later, the cantilever resonance frequency shift (and hence a phase shift relative to the excitation signal) also results in amplitude reduction, depending on the excitation frequency used.

Therefore, with small cantilevers an increase of the resonance frequency results in a decrease (or increase) of the oscillation amplitude depending on the excitation frequency used fex, as shown in Figure 4.

We created the second variable, based on both work duration and mask/respirator use, by multiplying each month the participant reported working at the site by 1.0, 0.75, or 0.25, depending on the reported mask/respirator use frequency of "never," "rarely," or "mostly" during that month (Wheeler et al. 2007).

In the special case when (k_{0}=0), the large-time behavior of the population is entirely determined by the sign of (k_{2}(A)), which is, according to (32), a function depending on the frequency A. Using real life data we came to the following conclusions.

Depending on the frequency of use, a week later the mouse will be completely dead; a few days later and the keyboard will join it.

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