Channel Measurement and Characterization for Indoor Millimeter-Wave Massive MIMO
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摘要: 为探究毫米波频段在室内复杂环境下的信道传播特性,丰富该频段下大规模MIMO信道实测数据库,该文在典型室内视距与非视距混合场景下开展了中心频率为32 GHz、带宽为16 GHz的超大带宽信道测量与特性分析。实验通过构建16×16虚拟接收阵列,结合矢量网络分析仪扫频测量,得到了多组视距与非视距的信道频率响应,获得了路径损耗、时延功率谱、均方根时延扩展及延迟-波数函数谱,并进一步对比评估了不同测量带宽下多径辅助定位的精度表现。结果表明,在时域特性上,视距信道能量集中于首达径与一次镜面多径分量,而非视距信道转变为由密集多径分量主导,呈现显著的能量长拖尾与较大的时延扩展;在空域特性上,延迟-波数谱验证了阵列的高角度分辨率。针对室内定位应用,16 GHz超大带宽的高时延分辨率能有效解耦密集的相邻多径,显著提升了目标多径参数提取的准确性,其单点定位精度显著优于较小带宽。该工作揭示了复杂室内环境的毫米波传播与多径演化规律,为未来室内通信系统的底层传输设计与高精度定位应用提供了关键的实测支撑。Abstract:
Objective Millimeter-wave (mmWave) bands offer abundant spectrum resources, making them ideal for high-speed indoor transmission and high-precision sensing applications. However, lacking sufficient empirical validation from ultra-wideband measurements, the understanding of how dense multipath components (DMCs) affect channel sparsity and multipath parameter extraction in complex indoor Non-Line-of-Sight (NLOS) environments remains limited. This paper conducts a comprehensive channel measurement and characterization campaign to investigate physical propagation mechanisms and evaluate the indoor positioning potential of ultra-wideband massive MIMO systems. Methods A massive MIMO channel measurement platform is established using a Vector Network Analyzer. The system operates at a center frequency of 32 GHz with a 16 GHz bandwidth. On the receiver side, a precision turntable constructs a 16×16 virtual Uniform Rectangular Array (URA). The measurement campaign covers a typical indoor environment featuring both Line-of-Sight (LOS) and NLOS scenarios. Key channel characteristics, including path loss, power delay profile, delay spread, and delay-wavenumber spectrum, are extracted. Furthermore, a multipath-assisted single-point positioning framework based on virtual anchors is implemented to evaluate localization performance across different measurement bandwidths. Results and Discussions Measurement results reveal significant differences in multipath structures and energy distributions between LOS and NLOS channels. In the time domain, LOS channels exhibit strong spatiotemporal sparsity. Conversely, obstructed NLOS environments are dominated by DMCs due to severe physical blockage and complex multipath effects, resulting in significant energy tails and large delay spreads ( Fig. 8 ,Fig. 10 ). Spatially, the delay-wavenumber spectrums confirm the high angular resolution for user separation (Fig. 11 ). Crucially, the comparative positioning experiments across different measured bandwidths demonstrate that the 16 GHz ultra-wideband effectively decouples dense adjacent multipath components, significantly improving the accuracy of multipath parameter extraction. This provides robust virtual anchors for multipath-assisted positioning. The 16 GHz system achieves a low mean positioning error of 0.052 m, showcasing significant robustness and accuracy advantages over the narrower 8 GHz and 4 GHz bandwidths (Table 5 ).Conclusions This study provides a systematic characterization of indoor mmWave massive MIMO channels. The results identify that channel sparsity is highly scenario-dependent, necessitating the inclusion of DMCs in future NLOS channel modeling. Moreover, the empirical localization analysis confirms that ultra-high spatiotemporal resolution is indispensable for robust indoor multipath extraction and positioning applications, providing a solid experimental foundation for next-generation network design. -
表 1 测量平台设备参数
名称 参数 矢量网络分析仪 工作频率:32 GHz,带宽:16 GHz
发射功率:5 dBm
扫描点数:1601
IF带宽:1 kHz低噪放大器 增益50 dB 射频线 长度5 m,插入损耗15 dB 接收阵列 16×16虚拟阵列,阵列间距3.5 mm 表 2 LOS情况的FI和CI模型拟合参数
模型 $ \mathrm{PL}({d}_{0}) $ $ \alpha $ PLE $ \sigma $ $ {A}^{2} $ CI
FI62.54
//
60.961.286
1.6711.07
0.680.9033 0.9647 表 3 NLOS情况的FI和CI模型拟合参数
模型 $ \mathrm{PL}({d}_{0}) $ $ \alpha $ PLE $ \sigma $ $ {A}^{2} $ CI
FI62.54
//
72.222.926
1.4721.22
0.920.0087 0.4383 表 4 各时延范围相对功率分布
0-20 ns 20-40 ns 40-60 ns 60-100 ns Tx1 95.5% 3.1% 0.8% 0.7% Tx5 69.4% 27.0% 2.7% 3.6% Tx23 28.3% 18.2% 11.8% 13.0% 表 5 不同测量带宽下LOS场景联合定位误差统计
统计指标(m) 16GHz 8GHz 4GHz 平均误差 0.052 0.092 0.132 均方根误差 0.055 0.135 0.178 -
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