Sentence examples for behavior of the array from inspiring English sources

The surface structure and electrochemical behavior of the array were investigated, respectively using scanning tunneling microscopy (STM) and cyclic voltammetry (CV), and electrocatalytic properties of the array towards methanol oxidation were studied by CV and in situ microscope Fourier transform infrared reflection spectroscopy (MFTIRS).

Furthermore, although it is well known that super-directivity is only viable with less-than-critical element spacing, no specific mention was found in the literature as to the possible relationship between the super-directive behavior of the array and its ability to extrapolate the received field.

The technical performance of the arrays was tested using three approaches: First, by analyzing the behavior of the array internal controls; second, by determining if any bias for either dye (Cy3 or Cy5) was present; and third, by the performance of the non-H.

The behavior of the arrayed supercapacitors was evaluated by cyclic voltammetry, between 0.0 and 1.0 V at different scan rates (10 100 mVs−1), as well as with galvanostatic charge/discharge runs at current densities between 0.3 and 6.7 mAcm−2.

Simulations have been conducted in order to investigate the behavior of the antenna array illuminated by a circularly polarized plane wave with an amplitude chosen according to the Stefan Boltzmann radiation law.

They demonstrate that, except when in vicinity of a conductive substrate that may reveal the nanotip structure, the electrochemical behavior of the nanotip array is dictated by its micrometer dimension (the fiber bundle).

Figure 2 schematically illustrates that an effective medium layer of complex refractive index is created to represent the refraction and transmission behavior of the NW arrays.

This artificial layer represents the reflection and transmission behavior of the NW arrays which is only related to the material FR.

Centroid offset becomes the dominating factor affecting array beamforming performance, and the behavior of microphone array approaches the behavior of a single element in these far-field cases.

In particular, she has made recent advances in understanding large deviations — the probability of finding unlikely events or unusual behavior within the array of data — and in connecting the theory with that of topological expansion, in which random matrices are used to help solve combinatorial questions.

Learners verify the hypothesis by observing the behavior of the algorithm using the array order in 4b.   4d.