Mutual coupling in MIMO wireless systems: a rigorous network theory analysis

By Jon W. Wallace, Michael A. Jensen. IEEE Transactions on Wireless Communications, 2004

648 citations recorded by the source corpus.

Subfields: Aerospace Engineering, Electrical and Electronic Engineering

View Paper: https://www.semanticscholar.org/paper/e66ed37d30898a2363a35a77baade08d49221676

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Aerospace Engineering

In Electrical and Electronic Engineering

Citations in the corpus

Effect of element mutual coupling on the capacity of fixed length linear arrays (2002, background): “It is clear from Fig. 4 that it is futile to increase beyond roughly 30 and that the capacity actually drops with increasing . Thus the effective degrees of freedom of such a linear array bound by mutual coupling is limited to 30. It may be remarked that the capacity in the presence of mutual coupli”
A review on array mutual coupling analysis (2011, background): “The (embedded) open‐circuit patterns [Kahn, 1977; Camps et al., 1998; Wallace and Jensen, 2004; Warnick and Jensen, 2005] provide such a representation.”
Decoupled 2D Direction of Arrival Estimation Using Compact Uniform Circular Arrays in the Presence of Elevation-Dependent Mutual Coupling (2010, methodology): “There are other more accurate methods for the mutual coupling analysis [14]–[ 16 ].”
Beamspace MIMO for Millimeter-Wave Communications: System Architecture, Modeling, Analysis, and Measurements (2013, neutral): “coupling on MIMO performance [30]–[33] could be incorpo-”
A Tutorial on Fluid Antenna System for 6G Networks: Encompassing Communication Theory, Optimization Methods and Hardware Designs (2024, neutral): “To consider this effect accurately, the mutual coupling matrix should be added to h or H , which usually involves computing the scattering parameter matrix or mutual impedance matrix [110] tailored to the specific hardware design and circuit configuration.”
Modeling and Architecture Design of Reconfigurable Intelligent Surfaces Using Scattering Parameter Network Analysis (2020, methodology): “This theory has been used to accurately characterize MIMO wireless systems in previous work [37], [43], [44] for example.”
Optimal Single-Port Matching Impedance for Capacity Maximization in Compact MIMO Arrays (2008, methodology): “Similar self and mutual impedance results of practical dipole cases can be found in [16], [36].”
Scaling Up MIMO: Opportunities and Challenges with Very Large Arrays (2012, background): “One interesting result is that coupling among co-polarized antennas can be p erfectly mitigated by the use of optimal multiport impedance matching radio frequ ency circuits [19].”