Related Experiment Video
Updated: Jul 25, 2026

Effective Analysis of Human Exposure Conditions with Body-worn Dosimeters in the 2.4 GHz Band
Published on: May 2, 2018
Flexible four-port MIMO antenna loaded with frequency selective surface for on-body applications
Manish Sharma1, Dinesh Kumar Singh2, Kanhaiya Sharma3
1Chitkara University Institute of Engineering and Technology, Chitkara University, Rajpura, Punjab, India.
None:
This work reports a dual-band four-port MIMO antenna loaded with a 5 x 5 frequency-selective-surface (FSS) of size 72.5 mm×75.0 mm for gain enhancement. The antenna uses a novel radiating-patch and a modified rectangular-ground printed on a 0.254 mm thickness Rogers substrate, generating bandwidths of 4.04-6.64 GHz and 7.44-16.60 GHz with overall dimensions of 30.0 mm×30.0 mm. The FSS, which is printed on FR4 1.60 mm substrate, is placed below the antenna at a distance of 15.0 mm, which records a maximum peak-gain of 10.77 dBi. The characteristics-mode-analysis DWA (CMADWA) is simulated by subjecting the antenna to 10 modes, with Mode-2, Mode-4, Mode-5, Mode-6, Mode-7, and Mode-9 being the significant modes with modal significance values more than 0.707 and generating six resonance values at 6.67 GHz, 7.20 GHz, 7.958 GHz, 8.76 GHz, 9.20 GHz, and 11.80 GHz. The four identical radiating patches are arranged in orthogonal sequence, achieving spatial-diversity performance with ECCDWA ≤ 0.07 (Band-A), 0.03 (Band-B), DGDWA≥ 9.70dB (Band-A), 9.85dB (Band-B), TARCDWA≤ -5.0dB (Band-A), -2.50dB (Band-B), CCLDWA≤ 0.38 b/s/Hz (Band-A), 0.30 b/s/Hz (Band-B), and the difference between the MEGDWA of two-ports to be ≅0.0dB. The SARDWA value corresponds to 0.158 W/Kg at 5.50 GHz, 0.076 W/Kg at 5.90 GHz, 0.0503 W/kg at 7.50 GHz, and 0.24 W/Kg at 10.0 GHz with conformal angles of 15o, 30o, and 450, retaining the operational bandwidth.
Related Concept Videos
Maximum Power Transfer
By substituting the entire circuit with...
Transmission Line Design Considerations
Maximum Power Flow and Line Loadability
Bus Impedance Matrix
In the first circuit, all machine voltage sources are short-circuited, leaving only the prefault voltage source at the fault location. The positive-sequence bus impedance matrix can be determined by solving the nodal equations,...
Load-frequency control
The Midpoint Formula

