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The "linear" part of the LNT is true and well documented.
with linear part (2.28).
We form the linear part similarly as in [27].
This dependence can be divided into the linear part (when the finger spacing is large) and non-linear part (when the finger spacing is small).
We form the linear part in the test problems similarly as in Harker and Pang [28].
In addition, the linear part corresponding to (4.1) is approximately controllable.
The linear part of the curve extrapolated to hυ axis to achieve E g value.
Linear part of curve is extrapolated to hν axis to find band gap.
Meanwhile, the linear part at lower frequencies corresponds to the diffusion process [25].
(13), (14) and (21), represents the linear part to be dualized.
The optical band gap has been calculated by extrapolating the linear part of the curves.
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