Optimal Movable Antenna Placement for Near-Field Wireless Sensing

Fuente: arXiv
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Main Authors: Liu, Jinjian, Song, Xianxin, Yu, Xianghao
Format: Preprint
Published: 2026
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author Liu, Jinjian
Song, Xianxin
Yu, Xianghao
author_facet Liu, Jinjian
Song, Xianxin
Yu, Xianghao
contents Movable antennas (MAs) have emerged as a promising technology for wireless sensing by reconfiguring antenna positions to exploit additional spatial degrees of freedom (DoFs). This paper investigates a robust movable antenna placement strategy for near-field wireless sensing to minimize the worst-case squared position error bound (SPEB). By temporarily relaxing the minimum inter-element spacing constraint, we first establish the optimality of centro-symmetric antenna position distribution, which simplifies the identification of the worst-case source, locating it at the array broadside on the Rayleigh boundary. Moreover, by leveraging moment-based analysis with the Richter-Tchakaloff theorem, we derive a closed-form optimal solution with three points supported on the center and two edges of the array. Guided by this structural insight, we finally develop an efficient three-point discrete deployment strategy to ensure the minimum inter-element spacing. Simulations demonstrate that the proposed design consistently outperforms conventional fixed antenna arrays and matches the exhaustive search benchmark at negligible computational complexity.
format Preprint
id arxiv_https___arxiv_org_abs_2603_10383
institution arXiv
publishDate 2026
record_format arxiv
spellingShingle Optimal Movable Antenna Placement for Near-Field Wireless Sensing
Liu, Jinjian
Song, Xianxin
Yu, Xianghao
Signal Processing
Information Theory
Movable antennas (MAs) have emerged as a promising technology for wireless sensing by reconfiguring antenna positions to exploit additional spatial degrees of freedom (DoFs). This paper investigates a robust movable antenna placement strategy for near-field wireless sensing to minimize the worst-case squared position error bound (SPEB). By temporarily relaxing the minimum inter-element spacing constraint, we first establish the optimality of centro-symmetric antenna position distribution, which simplifies the identification of the worst-case source, locating it at the array broadside on the Rayleigh boundary. Moreover, by leveraging moment-based analysis with the Richter-Tchakaloff theorem, we derive a closed-form optimal solution with three points supported on the center and two edges of the array. Guided by this structural insight, we finally develop an efficient three-point discrete deployment strategy to ensure the minimum inter-element spacing. Simulations demonstrate that the proposed design consistently outperforms conventional fixed antenna arrays and matches the exhaustive search benchmark at negligible computational complexity.
title Optimal Movable Antenna Placement for Near-Field Wireless Sensing
topic Signal Processing
Information Theory
url https://arxiv.org/abs/2603.10383