Sentence examples for both cases are presented from inspiring English sources

Also, the fitted measurements for both cases are presented in Figures 14 and 15.

The result for both cases is presented in a graph shown in Fig. 8.

An equation for both cases is presented in the form of piecewise function to determine the minimal disintegrant volumetric ratio for a binary drug/disintegrant compact in order to achieve a minimum disintegration time.

The original field curve and generated curve along with the layer parameters estimated in both the cases are presented in Table 5 for comparison.

Both stable and unstable cases are presented to demonstrate the improved robustness and performance of the new scheme.

Herein, the results for both noiseless and noise-polluted cases are presented.

The application of the proposed method to both the interpolation and extrapolation cases are presented.

Finally, two dimensional topology optimization results of heat conduction problem under both single and multiple load cases are presented to demonstrate the validity of the proposed method.

Results obtained and proposed solutions to minimise the levels of overvoltage for both the temporary and transient cases are presented and discussed.

Both one- and two-dimensional cases are presented for boundless, source free, homogeneous, isotropic and lossless media.

Worst cases are presented as typical.