The phrase "average measured concentration" is correct and usable in written English.
It can be used in scientific or technical contexts where you are discussing the typical level of a substance that has been quantified through measurement.
Example: "The average measured concentration of pollutants in the water samples was found to exceed the safety limits."
Alternatives: "mean measured concentration" or "typical measured concentration".
It is important to keep in mind that average measured concentrations were increased in the PLS- MDL" model comPLS- MDL the PLS-"zero" model.
On average, the measured concentrations were 6.1% less than the nominal concentrations and reached 98.2% of the nominal concentration at 3.3 μg/L, 95.7% at 10 μg/L, 87.6% at 33 μg/L with a coefficient of variation of less than 16%.
For each ROI, the average measured radioactivity concentration of all pixels within the ROI was computed.
We also found that wind speed was associated with significant differences in average measured pollutant concentrations, suggesting that weather conditions also impact the pollution exposure levels of bicycle commuters.
By using diagnostic tests such as average modelled and measured concentrations by month of the year and hour of the week, for WRF and CMAQ, we have been better able to differentiate the likely source of model error.
In the instance where the ratio was either > 2.0 or < 0.50, we added half the difference between the average of the measured concentrations in the metropolitan area near the clinic and those estimated from the remote sensing imagery, and incorporated this adjusted estimate in sensitivity analyses.
The equation of calculations were mentioned Percentages RSD = (SD/Mean) ×100 and percentages error = [ average measured concentration − expected concentration) / expected concentration] ×100].
In a second analysis, we entered average measured CAPs mass concentration into the model as a linear continuous-exposure variable and stratified the CAPs dose response analysis by presence or absence of O3.
We calculated the time-weighted average concentration for each time interval by multiplying the time between measurements in years by the average of the two measured concentrations.
