Sentence examples for burst area from inspiring English sources

MSNA at the end of apnea quantified as burst area tended to be increased with ozone.

DAMGO significantly reduced inspiratory synaptic current amplitude from -136±35 pA to -82±15 pA (0.67±0.05 of control, p<0.01; n = 9) (Fig 4A and B) and inspiratory burst area to 0.56±0.04 of control (p<0.001: n = 9).

The amplitude of inspiratory bursts decreased to 0.61±0.08 of control (p<0.001), inspiratory burst area decreased to 0.36±0.08 of control (p<0.01), and inspiratory burst duration decreased to 0.54±0.09 (p<0.01) of control (Fig 2B).

Similarly in the second group of experiments, local application of CX717 (2 mM, 120 s) to the XII nucleus evoked a significant increase in XII nerve inspiratory burst amplitude (by 1.5±0.1 fold relative to DAMGO: n = 5) without affecting inspiratory burst area, duration or frequency (Fig 7B).

For each burst, the integrated number of detected photons was recorded as the burst area.

We show that the distributions of burst area and duration in these acute data predict later clinical outcome in both structural neuroimaging and neurodevelopment.

The measures of burst areas and durations, and their interrelationships, were derived from routinely collected EEG records in cooled asphyxic newborns where traditional measures of IBIs or resolution of BS have insufficient prognostic reliability.

We then extracted three burst metrics for each infant: (1) mean BD and its coefficient of variation (CV), (2) scaling exponent of the cumulative distribution function (CDF) 18 of the burst areas (BA) in each recording (Fig. 1E), and (3) slope value based on the relationship between BD and BA (Fig. 1F).

Therefore, the very broad distribution of the SS burst areas of the LNP specimens can most likely be attributed to the large intrinsic variation in particle size, which can be significantly exaggerated in the variation of the scattered light intensity because of the sixth-order dependence on particle size.

Because of the comparable refractive indices of silica nanoparticles and lipid vesicles, monodisperse silica nanoparticles were used as the standard to calibrate the size measurement of the Doxoves nanoparticles based on their SS burst areas, and a nicely distributed Gaussian profile was obtained within minutes.

When the centroids of the SS burst areas obtained from the fitted Gaussian curves were plotted as functions of the median diameters determined through transmission electron microscopy (TEM) for each nanoparticle population, the resulting curve exhibited an approximately sixth-order dependence of intensity on particle size, in excellent agreement with the Rayleigh scattering theory.