Sentence examples for by fitting the average from inspiring English sources

For that temperature, the DLTS amplitude was calculated as a function of reverse voltage, by fitting the average electron binding energies of the s- and p-levels and by using tunneling emission data from Ref. [2].

Background noise from the sterile water was subtracted from the average (RLU) before calculating total ATP content, which was carried out by fitting the average RLU per sample from at least three replicates on a standard curve from serial dilutions of an ATP standard (Sigma-Aldrich ATP 0.1 M, 0.5 mL solution) ranging from 1 × 10−11 to 1 × 10−6 mol.

In this particular case, the fitting procedure yields D = 11.6±1.5 µm2/s for the nuclear curve (red), and D = 3.4±0.6 µm2/s for the cytoplasmic one (blue): these values are representative of the characteristic NLS-GFP diffusion coefficients in the two compartments, that can be obtained by fitting the average of all the nuclear (or cytoplasmic) ACF columns in all the observed cells (Table 1).

Rates and amplitudes were obtained by fitting the average to the burst equation (eq 7).

Clonogenic survival curves were constructed by fitting the average survival levels.

The apparent rate constant (kobs) at a given PAPS concentration was obtained by fitting the average of the three curves to a single-exponential equation.

The measurements were performed by fitting the averaged responses from three independent experiments.

In the image processing, 100 adjacent A-scans were selected as the region of interest (ROI) to calculate an averaged OCT signal I z) corresponding to each depth (z); then, the scattering coefficient, μ s, was estimated by fitting the averaged I z) to the model described by (1).

Decay times and amplitudes of events were obtained by fitting the averaged EPSC or IPSC with a single exponential equation I t) = A exp(− t/ τ), where I is the current amplitude at any given time (t), A peak amplitude of IPSC, and τ decay time constant.

As explained below, we choose the bounds of this sub-volume by fitting the resulting SE averages to experimentally observed population-level averages.

We assess the performance of the model from the NHS in the CTS by fitting the NHS model and averaging five imputations of HT use.