Sentence examples for wavelength rotation from inspiring English sources

The dip in the wavelength rotation modes (m = r) is also hybridized between resonance first-order modes of the half nanoring and the nanoring.

Some of the simpler techniques are based on the optical properties of proteins refractivity, absorption of light of different wavelengths, rotation of the plane polarized light at different wavelengths, and luminescence.

CD spectra from 190 260 nm of D-4F and OxP-11D were examined in different solution environments using a JASCO 715 spectropolarimeter (Jasco Inc., Easton, MD) that was calibrated for wavelength and optical rotation with 10-camphorsulphonic acid [65], [66].

CD spectra from 185 260 nm of GRFN-1 were examined in different solution environments using a JASCO 720 spectropolarimeter (Jasco, Easton, MD) calibrated for wavelength and optical rotation with 10-camphorsulphonic acid [40], [41].

CD spectra (185 260 nm) were also made for Mini-B in 4∶6 v∶v TFE:10 mM phosphate buffer (pH 7.4) using a JASCO 715 spectropolarimeter (Jasco Inc., Easton, MD) fitted with a thermoelectric temperature controller and calibrated for wavelength and optical rotation using -10-camphorsulphonic acid [64].

Properties such as optical absorption, temperature, and wavelength dependence of Faraday rotation, index of refraction, and magnetic and optical anisotropy can be controlled to a high degree to satisfy device design requirements.

The upper graph shows the amplitudes of | x k)| and | y k)| with a maximum variation of ~0.1 which was related to wavelength-dependent polarization rotations of J sys(k).

Finally, in the case which the optical contrast ratio optimized at 1.22 and the thickness of magnetic defect layer changed to one quarter of design wavelength, dramatic simultaneous enhancement of Faraday rotation and transmission magnitude can be obtained succesfully (the Faraday rotation and transmittance have their maximum value, −11.77 deg, and 99.67%).

And based on the 2D rotational model, the cross-range resolution ρ a is usually defined as ρ a  = λ/(2Θ), where λ is the signal wavelength, and Θ is the target rotation angle within the coherent processing interval (CPI).

The analysis shows that the rotation sensitivity at long wavelengths (in the vicinity of the surface) is substantially greater than those at short wavelengths (deep into the half space).

Since a rotation of sections also changes the wavelength of the reflected beam, the d-spacings of the peripheral sections were adjusted to reflect the same wavelength as the middle section.