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The aim of the study was to test for significant differences in non-invasively estimated muscle oxygen uptake ( \(\dot {V}_{2{\text{musc}}}}\) ) kinetics, assessed by a square-wave exercise protocol (STEP) as well as by a time series approach with pseudorandom binary sequence (PRBS) work rate (WR) changes.
Seventeen healthy and active individuals (10 women, 7 men; 23 ± 2 years old; height 175 ± 11 cm; body mass 73 ± 14 kg [mean ± SD]) completed five repetitions of WR transitions from 30 to 80 W for the STEP approach and two sequences of pseudorandom binary WR changes between 30 and 80 W for the PRBS approach. Pulmonary oxygen uptake ( \(\dot {V}_{2{\text{pulm}}}}\) ) was measured breath by breath. \(\dot {V}_{2{\text{musc}}}}\) kinetics were estimated during phase II \(\dot {V}_{2{\text{pulm}}}}\) in the STEP approach and during the pseudorandom binary sequence WR changes in the PRBS approach.
No significant differences were observed between different models of the STEP and the PRBS approach for estimation of \(\dot {V}_{2{\text{musc}}}}\) kinetics (p > 0.05). In addition, a very high variability between the models was determined for \(\dot {V}_{2{\text{musc}}}}\) kinetics [mean time constants (τ) difference: − 2.5 ± 11.4 s]. A significant correlation for τ of \(\dot {V}_{2{\text{musc}}}}\) between the STEP approach with experimentally determined phase I \(\dot {V}_{2{\text{pulm}}}}\) lengths and the PRBS approach was noticed (r = 0.536; p < 0.05).
Both approaches (STEP and PRBS) are not significantly different for estimating the \(\dot {V}_{2{\text{musc}}}}\) kinetics, but the very high variability impairs the predictability between the models. However, the determination of the length of phase I \(\dot {V}_{2{\text{pulm}}}}\) should be as appropriate as possible because predefined duration lengths can result in overestimations in \(\dot {V}_{2{\text{musc}}}}\) kinetics.
Publication date: February 2018
Source:Journal of Environmental Radioactivity, Volume 182
Author(s): S. Chakraverty, B.K. Sahoo, T.D. Rao, P. Karunakar, B.K. Sapra
Modelling radon transport in the earth crust is a useful tool to investigate the changes in the geo-physical processes prior to earthquake event. Radon transport is modeled generally through the deterministic advection-diffusion equation. However, in order to determine the magnitudes of parameters governing these processes from experimental measurements, it is necessary to investigate the role of uncertainties in these parameters. Present paper investigates this aspect by combining the concept of interval uncertainties in transport parameters such as soil diffusivity, advection velocity etc, occurring in the radon transport equation as applied to soil matrix. The predictions made with interval arithmetic have been compared and discussed with the results of classical deterministic model. The practical applicability of the model is demonstrated through a case study involving radon flux measurements at the soil surface with an accumulator deployed in steady-state mode. It is possible to detect the presence of very low levels of advection processes by applying uncertainty bounds on the variations in the observed concentration data in the accumulator. The results are further discussed.
Publication date: Available online 16 December 2017
Source:Radiologic Clinics of North America
Author(s): Stephen Thomas, Aytekin Oto
Publication date: Available online 16 December 2017
Source:Radiologic Clinics of North America
Author(s): Aytekin Oto
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