Sentence examples for be approximated as linear from inspiring English sources

Exact(6)

This increased frequency range for linear mean temperature profiles leads to its application to more complicated profiles in a piecewise linear manner, axially segmenting the temperature profile into regions that can be approximated as linear.

For most trials UO2 am) precipitation rates could be approximated as linear within the first 8 9 h of each experiment, when electron donor and acceptor concentrations were not limiting.

For the number of carriers in the range of interest, the channel can be assumed to have a slow-varying behavior, and its variation along the useful part of the OFDM symbol may be approximated as linear [26] Δ h ℓ n [ m ] ≈ Δ h ℓ [ m ] ( n - N ∕ 2 + 1 ∕ 2 ) N 0 ≤ n ≤ N - 1, (14).

Secondly, the observed strain-to-myosin coherence (Fig. 3 c) suggests that the relationship between these two quantities can be approximated as linear.

Lastly, we note that the shape of the loops becomes elliptic, which suggests the relation between the two signals can be approximated as linear (see Additional file 5: Figure S5 for examples of non-linear strain myosin loops).

Standard systems identification approaches have shown that the important aspects of the response of invertebrate photoreceptors can be approximated as linear (Marmarelis and McCann, 1977), even though the modeling of nonlinear features of the response requires a more sophisticated treatment (French et al., 1993).

Similar(53)

In 4 < GRC, L i,  i ∈ {0, 1} are approximated as linear functions.

Nonlinear threshold changes are approximated as linear function, resulting in estimation biases.

Theoretical type curves of rate of aquitard compaction versus time are obtained through drawdown-time series in the aquitard, under a condition that the drawdown history of the underlying aquifer can be approximated as piecewise linear segments (PLS), in each of which the drawdown shows a linear increase trend with time.

Often, between 200 and 400 K, the thermal conductivity of solid materials can be approximated as a linear function of temperature, κ= aT+b.

Experiment results showed that the behavior of bearings before obvious sliding could be approximated as a linear elastic response, with an effective shear modulus in the range of 610 1100 kPa.

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