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The Wireless Power Transmission environment from GEO to the earth and numerical estimation of relative permittivity vs. the altitude in the neutral and ionized layers of the Earth atmosphere

机译:从地球到地球的无线电力传输环境以及相对介电常数与地球大气中性和电离层中的相对介电常数的数值估计

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Wireless Power Transmission (WPT) has been discussed as early as since 1900 year, however, has only developed intensively from 1973 to recently. In WPT system, one can wirelessly transmit a high power beam (a microwave or a laser beam) from a point to another point or from Geostationary Earth Orbit (GEO) to the Earth surface. For the WPT, getting the highest collection efficiency often is among the most desirable requirements. The collection efficiency of a wireless information system and that of the WPT could be determined by using the Free Space Path Loss models or the Friis transmission equation under idealized conditions and by using Goubau parameter (τ) with the value in the range of 1.5 -2.5, respectively. Besides, the collection efficiencies of both the wireless information system and WPT system could also calculated by using the solution of the mathematical energy flux equations but this method is particularly challenging as its mathematical expression strongly depends on the Earth atmosphere layers' the relative dielectric permittivity (ε), the relative magnetic permeability (μ) and the refractive index (n) by altitude. This paper briefly presents 1D model of WPT, discusses some main features of the energy transfer environment and then offers a numerical estimation of the refractive index (n) in the non-ionized region and the relative permittivity (ε) by altitude in both the non-ionized region from 0-90 km and the ionized region from 100 km -1000 km based on the published Pedersen and Field-aligned conductivities.
机译:已尽早讨论无线电力传输(WPT),自1900年以来,只有1973年才能从1973年发展到最近。在WPT系统中,可以将高功率束(微波或激光束)从点到另一个点或从地球地球地球轨道(Geo)无线地传送到地球表面。对于WPT,越来越高的收集效率是最理想的要求。无线信息系统的收集效率和WPT的收集效率可以通过在理想化条件下使用自由空间路径损耗模型或FRIIS传输方程来确定,并且通过使用Goubau参数(τ),该值在1.5 -2.5的范围内, 分别。此外,无线信息系统和WPT系统的收集效率也可以通过使用数学能量通量方程的解决方案来计算,但这种方法特别具有挑战性,因为其数学表达强烈取决于地球大气层的相对介电常数( ε),相对磁导率(μ)和折射率(μ)通过高度。本文简要介绍了WPT的1D模型,讨论了能量转移环境的一些主要特征,然后在非离子区域中的折射率(N)和非电离区域中的相对介电常数(ε)提供数值估计。从0-90公里和离子区域的离子区域,从100 km -1000 km的基于已发表的扒手和现场对齐的电导率。

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