The time-dependent ACGF with applications to M-ary digital communication systems

Mikki, Said; Hanoon, Ahmed; Aulin, Jocelyn; Antar, Yahia M. M.

doi:10.23919/eucap.2017.7928603

Cited by 13 publications

(19 citation statements)

References 2 publications

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“…It can be shown that the determinant of C is equal to G −2 . Consequently, from the determinant product rule and (33), it follows that det(G) = G, which explains our notation. ¶ We will however drop the superscript H in the future whenever that does not cause confusion in order to simplify the notation.…”

Section: The Dyadic Green's Function Of Nonlocal Domains: the View Frmentioning

confidence: 94%

Nonlocal Antenna Theory - Part I: Foundations

Mikki¹

2020

Preprint

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Section: The Dyadic Green's Function Of Nonlocal Domains: the View Frmentioning

confidence: 94%

Nonlocal Antenna Theory - Part I: Foundations

Mikki¹

2020

Preprint

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“…(19), (20), (21) that each such time signal is filtered through the receiving antenna impulse response F (r p , t). Such filtration will produce a distortion since it contributes to the broadening of the Rx signal pulse [54][55][56]. More specifically, the generic form of the Rx signal i rx (t), which is defined by…”

Section: Digital Receiver Designmentioning

confidence: 99%

“…Instead, distortion is here caused mainly by the electromagnetic response of the antenna device itself, as captured by the impulse response F (t). Recently, the idea of using digital equalization techniques like OFDM to solve this problem was proposed and demonstrated that the digital transmission data rate supported by a SISO line-of-sight deploying half-wavelength dipole antennas could be increased by up to three times of the data rate supported by the matching bandwidth [54,56,57]. For our purposes in this paper, the exact details of the equalizer design are irrelevant to the main subject (and can always be dealt with in more specialized papers elsewhere), so we assume that an ideal equalizer has been constructed and applied to the Rx signal i rx (t) in Eq.…”

Section: Digital Receiver Designmentioning

confidence: 99%

Theory of Nonsinusoidal Small Antennas for Near-Field Communication System Analysis

Mikki¹

2020

PIER B

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We provide a conceptual and theoretical analysis of nonsinusoidal antennas with emphasis on how electromagnetics and communication theories can be integrated to propose ideas for near-field (NF) communications systems utilizing future antennas. It is shown through rigorous analysis that in nonsinusoidal antennas it is possible to derive and solve ordinary differential equations giving specialized time-domain excitation signals that lead to exact cancellation of the near field at specific radiation spheres. This opens the door to building NF communications systems with far-field-like communication receiver infrastructures utilized if the receive antenna is placed at the special sphere where the NF component is made to vanish. We deploy exact current Green's function analysis method and completely avoid the use of any frequency-domain method. Complete expressions of the electromagnetic near-and far-field contributions to all signals propagating from the source to the receiver are then derived and their physical content discussed. The distortion effects and signal-to-noise rations due to the near-field are also identified and derived theoretically. It is found that using this specialized pulse excitation method in nonsinusoidal antennas, distortion caused by near-field components can be eliminated at critical distances between the source and the receiver. Realization issues of this system are briefly discussed together with some potential applications.

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“…IV. In order to explore the ability of our proposed quantum coherent-state system to increase spectral efficiency, we focus on investigating the performance of a digital multi-symbol transmission scheme, the K-ary system [87]- [89]. In general, for an K-ary digital communication link, one is interested in sending K symbols encoded by K different states ρ 1 , ρ 2 , ..., ρ K [87].…”

Section: B On the Communication Theory Of Coherent Statesmentioning

confidence: 99%

Applications of Optical Quantum Radiation Coherent States in Physical-Layer Security

Mikki¹

2020

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The subject of this work is cross-disciplinary and involves interaction between electromagnetic theory, quantum physics, digital communications, and security studies. It has been written with emphasis on addressing the widest possible audience so we included extensive literature for references and the main ideas were explained from first principles whenever possible. <div><b>The main message of the paper is the fruitfulness of incorporating a multidisciplinary approach to our thinking about electromagnetic wireless systems through the joint deployment of electromagnetic, quantum, and communication theories in the design and development process of current and future advanced technologies. </b><br></div>

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The time-dependent ACGF with applications to M-ary digital communication systems

Cited by 13 publications

References 2 publications

Nonlocal Antenna Theory - Part I: Foundations

Nonlocal Antenna Theory - Part I: Foundations

Theory of Nonsinusoidal Small Antennas for Near-Field Communication System Analysis

Applications of Optical Quantum Radiation Coherent States in Physical-Layer Security

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