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Degrees of Freedom of Holographic MIMO Channels

机译:全息MIMO信道的自由度

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We consider spatially-constrained apertures of rectangular symmetry and aim to retrieve the limit to the average number of channel spatial degrees of freedom (DoF), obtained elsewhere through different analyses and tools. Unlike prior works, we use a novel Fourier plane-wave series expansion of the channel, recently introduced in [1], where a statistical model for the small-scale fading in the far-field is developed on the basis of a continuous-space and physics-based orthonormal expansion over the Cartesian spatial Fourier basis. This expansion yields a set of statistically independent random coefficients whose cardinality directly gives the limit to the average number of DoF. The treatment is limited to an isotropic scattering environment but can be extended to the non-isotropic case through the linear-system theoretic interpretation of plane-wave propagation.
机译:我们考虑矩形对称的受空间限制的孔径,并旨在通过其他分析和工具从其他地方获得的信道空间自由度(DoF)的平均数量的限制。与先前的工作不同,我们使用一种新颖的傅里叶平面波级数展开式,该方法最近在[1]中引入,其中在连续空间的基础上开发了用于远场小衰落的统计模型。以及在笛卡尔空间傅立叶基础上基于物理学的正交扩展。这种扩展产生了一组统计上独立的随机系数,其基数直接限制了DoF的平均数。这种处理仅限于各向同性的散射环境,但可以通过平面波传播的线性系统理论解释,扩展到非各向同性的情况。

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