The analyses for pair-distribution and interference functions exhibit a feature of noncrystalline structure, and qualitatively reproduce the features of experimental data.
A binary Zr66.7Ni33.3 and ternary Zr66.7Al11.1Ni22.2 and Zr66.7Al22.2Ni11.1 alloys were analyzed for their local atomic arrangements and forming ability of a noncrystalline structure with total pair-distribution and interference functions and Voronoi polyhedra.
This stems from the fact that the channel distributions and interferences are less random and complex.
By this, one can assume that characteristics of the EIT sensitivity region, respectively patterns of impedance distribution and diaphragmatic interference at most caudal electrode levels, are affected in a different way.
Our approach focuses on p-values as the p-values from true null hypotheses are expected to follow the uniform distribution and the interference from the distribution of p-values from alternative hypotheses is expected to be minimal towards p = 1.
Furthermore, the special characteristic of HJ-1A data (i.e., the distribution of noise and interference present in spectral and spatial domain) makes its application more difficult.
While most of the contributions have focused on a particular performance measure such as coverage probability or outage probability, an explicit derivation of the probability distribution for signal and interference has also been investigated [9, 10].
The mechanism of high-efficiency reflective polarization conversion is illustrated by surface current distribution and the destructive interference theory.
