This paper, present the resonant and the radiation characteristics of superconducting rectangular microstrip antenna printed on uniaxailly anisotropic substrate using an electromagnetic approach based on cavity model in conjunction with electromagnetic knowledge. The cavity model combined with London's equations and the Gorter-Casimir two-fluid model has been improved to investigate the resonant characteristics as well as the radiation patterns of high Tc superconducting rectangular microstrip patch in the case where the patch is printed on uniaxially anisotropic substrate materials. The most advantage of our extended model include low computational cost and mathematical simplify. The numerical simulation of this modeling shows excellent agreement with experimental results available in the literature. Finally, radiation patterns of superconducting rectangular patch on anisotropic substrate are also presented.
Dans le présent document, nous nous intéressons aux cellules photovoltaïques en présentant un tour d'horizon sur ces dispositifs électroniques depuis la couche active, constituant le milieu absorbeur, jusqu'à leur association dans des modules pour fournir l'énergie requise par une installation. En premier lieu, nous donnons un bref survol des aspects généraux et du vocabulaire de base utilisés dans ce domaine, puis nous abordons le volet concernant les matériaux et la conversion photovoltaïques ainsi que les technologies retenues pour réaliser ces cellules. En second lieu, nous présentons les techniques de caractérisation utilisées pour contrôler la qualité des cellules réalisées ainsi que leur association en modules pour pouvoir générer des tensions et des courants utilisables en pratique. Pour finir, nous donnons quelques résultats récents et les prévisions d'une feuille de route proposée dans ce domaine
Let E be a n-dimensional vector space over a field k and ω a trivector of Λ3E. We can associate to the trivector ω several invariants either algebraic, arithmetic or geometric. In this paper we consider the following three invariants, the commutant C(ω), the complexity c(ω) and the automorphisms group Aut(ω). We show that there exists a vector space E and a trivector ω of Λ3E for which C(ω) is not a Frobenius algebra. We also show that the complexity c(ω) and the length l(ω) are equal. Finally, we prove the existence of a trivector ω such that Aut(ω) is not a FC-group.
The Equilibrium Voltage Step (EVS) technique has been used for extraction of depth and energy concentration profile of traps situated in the oxide of a lightly stressed metal-oxide-semiconductor (MOS) structure. This has been achieved up to the very near Si-SiO2 interface. The results are discussed and compared with those obtained using charge pumping (CP) technique. A good agreement is achieved between the trap densities extracted using the two methods even though differences in the shape of the profiles can be observed. The results also very well agree with those published previously using current deep level transient spectroscopy (C-DLTS).
