Sentence examples for for every axis from inspiring English sources

Evaluation of tortuosity values in the original and reconstructed RVEs for both Berea sandstone and the synthetic RVE reveals that for every axis of interest, there is a satisfactory agreement between the original and reconstructed RVEs realized using those two cut sections that contain the direction of interest as their common axis.

There was an unexpected decline in performance at the first target location for the MS condition, and also a performance increment in the last target location on both ends of every axis for both scaling conditions.

The commonly used receiver operating characteristic curve (ROC) is a plot of sensitivity on the vertical axis against (1−specificity) on the horizontal axis for every possible cut-off value of the continuous risk score.

For DCA analysis, only two ordination axes were retained for interpretation (eigenvalues of 0.5989 for Axis 1 and 0.0267 for Axis 2).

Then, calculate the average acceleration value of each axis, finally, subtracting the average value from every single data for each axis, thus getting the acceleration bias of each axis which is shown in Fig. 4. Fig. 4 Acceleration data when stationary.

10.7554/eLife.03743.013 Figure 4. Pitx2 is required for cVg1 expression and for axis formation.

MA plots (M representing the intensity ratio of both Cy-channels (y-axis) and A the average intensity of both Cy-channels (x axis) for every probe on the microarray), boxplots and surface plots of microarray data showed that the quality of the data was consistent across all microarrays and could therefore be used in further data analysis.

Both patients and their family members were interviewed using the Structured Clinical Interview for DSM-IV (SCID-I for axis I disorders and SCID-II for axis II disorders) [ 16].

Eigenvalues for the DCA axes were 0.887 for axis 1 (DCand and 0.578 for axis 2 (DCA2).

We update the velocity of each axis for every frame.

For every revolution, the long axis would rotate 1.5°, roughly half of the observed 3.0° Isaac Newton first published his theorem in 1687, as Propositions 43 45 of Book I of his Philosophiæ Naturalis Principia Mathematica.