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Changes in the SP reflection conditions affect the ellipticity of the reflected beam and by dithering the polarization of the input beam the output signal oscillates at the dither frequency and harmonics thereof; this allows either the fundamental or the first harmonic to be detected in a lock-in amplifier.
Minimal reflection conditions can be achieved by considering these restrictions.
Each experimental scenario (reflection conditions and scene group) was randomly assigned between the participants.
The perfect transmission and zero reflection conditions are discussed by applying coupled mode theory.
MCSM is a general polarimetric target decomposition method, which can be applied to the symmetry and asymmetry reflection conditions.
The full analytical form of PMLs and zero reflection conditions at the boundary between homogeneous and PML domains are given.
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Outside of the total external reflection condition (i.e., θ > θc), the reflectivity of all materials is negligible.
The minimal reflection condition can be obtained by taking into account these restrictions.
With the reflection condition of Bragg facets constant, the blazing order cannot change with the titled angle.
With this design method, the reflection condition calculated by the 1-D PC theory can be matched perfectly with the diffraction condition.
Its space group has been determined to be Pnma (No. 62), by the reflection condition analysis of selected-area diffraction patterns and zone-axis symmetry analysis of convergent-beam electron diffraction patterns.
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