Sentence examples for optimal reflection from inspiring English sources

The optimal reflection angle was determined by means of optical simulation.

Furthermore, via adjusting the thickness to only 1.65 mm, the optimal reflection loss can obtain −51.2 dB at 13.92 GHz with a broad bandwidth of 4.4 GHz.

The nanocomposites obtained from 4.3 wt% PVP exhibited excellent EM performance, their optimal reflection loss (RL, in dB unit) value reached as high as −57.8 dB at a coating thickness of 1.9 mm.

The optimal reflection loss (RL) value reaches −57.9 dB when the matching thickness is 2.9 mm at 6.9 GHz and the effective absorption bandwidth (RL < −10 dB) is 2.7 GHz (6.1 8.9 GHz).

An optimal reflection loss of −41.1 dB is reached at 8.2 GHz with a matching thickness of 2.2 mm, the bandwidth with a reflection loss less than −10 dB is obtained in the 5.5 11.3 GHz range for absorber thicknesses of 1.5 2.5 mm.

The optimal reflection loss (RL) of Fe@C@BaTiO3-parrafin composites are −40.2 dB at 8.14 GHz with a thickness of 2.24 mm and the absorption bandwidth of those below −10 dB is 8.4 GHz with only absorbent thicknesses of 1.7 2.0 mm.

Optimal low reflection of the microwave radiation was achieved using the three-stub tuner.

The sample prepared in optimal conditions indicated reflection loss of −15 dB corresponding to 97% absorption, at the range of 9.2 10.8 GHz.

The sample prepared in optimal conditions had reflection loss of less than −10 dB (absorption >90%) and covering a frequency range of 8.4 11.6 GHz.

Considering rotations as well as reflection, the optimal rotation matrix can then be expressed as R= VS{U}^T.

However, the Delphi method is optimal because the reasoned reflection process improves the options for reaching some sort of consensus on the value system.