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Field application showed that the linear relation is applicable in the oilfields at medium high water cut stage.
If this relation is applicable to VLF, the adequate value of dc for VLF could be roughly estimated by [dc2 × (simulated ÷ observed migration speed; km/day) = (0.43 × 10−3) × (1 ∼ 3/2 ∼ 20) ≒ 0.6 ∼ 0.02 × 10−3 m].
Since the scale relation is applicable to various Prandtl number fluid flows, it is expected to be useful for the thermal hydraulic analysis of liquid metal coolant reactors as well as moderate Prandtl number coolant reactors.
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The same relations are applicable during GPS outage periods, where the error will be related to the square of the outage period in case of accelerometers based calculations.
These empirical relations are applicable over a wide range of applied voltage, and the estimates obtained using the proposed empirical relations correlate very well with the previously published results.
All types of relations are applicable to semantic annotation of relevant entities.
The part-of and has-part relations are applicable to both in silico and in vivo entities.
According to Table 2 some of the relations are applicable to results of the algorithm: relations between PI and SS, LL and SS (r = 0.57, P value < 0.001), and LL and TK (r = 0.34, P value = 0.001) unlike TT which was not significantly related to LT and LL.
In this paper, we introduce an extended rough set model, which is based on neighborhood-tolerance relation and is applicable to incomplete data with mixed categorical and numerical features.
The inverse P H relation is not applicable to the nanotwinned system.
Note that the Mott Schottky relation is only applicable to "ideal" semiconductors with a uniform bulk and surface and with preferably known surface areas.
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