Sentence examples for a function of month from inspiring English sources

The model provides the vertical scale height (VSH) as a function of month of the year, local time, geomagnetic latitude, solar flux F107 and Kp index.

The model provides the transition height as a function of month of the year, local time, geomagnetic latitude, longitude and solar flux F107.

A 16-year climatological average of the green line emission rate is shown in Fig. 3 as a function of month and time of the night.

To determine whether the specificity was constant as a function of month and year, we performed similar chi-square analyses after tallying alarm days by month of the year and by calendar year of the study, respectively.

A study conducted in northern Sweden suggests that suicide methods among suicide victims who had not been in contact with the psychiatric services (n = 693; dead 1961 1980) differed as a function of month of birth [ 1].

Centile curves for 25(OH D predicted with the multivariate model as a function of date of measurement for men and women with a fixed value of BMI are illustrated in Figure 1 expressed as a function of month of measurements and in Figure S2 expressed as a function of week of measurements.

Upon adapting the curing system for automotive clearcoat, a function of mar resistance was also necessary, which was achieved by using hydroxyl monomer containing longer alkylene group.

A predictive map of seedling recruitment as a function of July maximum temperature, generated by applying the quasi-Poisson regression model to the 2-m gridded temperature dataset, shows a very smooth recruitment surface with moderately high predicted recruitment even in the upper elevation limits of the study area (Figure 7a).

To find speckle amplitude variance (SAV), speckle intensity variance (SIV), speckle amplitude contrast ratio (SACR), speckle intensity contrast ratio (SICR), LOGIV, and DLOGIV as a function of OCT signal-to-noise ratio (SNR = s I /σ ), the mean and variance of the amplitude (M), intensity (I), and natural logarithm of intensity (log(I)) are calculated.

Scavia et al. use a one-dimensional, simple mechanistic model that explains 45% of the interannual variability as a function of the May–June nitrogen load.

This allows us to look not only at performance but also at high school students' decision to pursue higher education as a function of their month of birth.