Information transmission systems based on multidimensional signals

DOI: 10.31673/2412-9070.2022.050310

Authors

  • О. В. Кітура, (Kitura O. V.) State University of Telecommunications, Kyiv
  • О. Р. Жукова, (ZhukovaО. R.) State University of Telecommunications, Kyiv
  • В. О. Завацький, (Zavatskyi V. О.) State University of Telecommunications, Kyiv
  • А. Г. Захаржевський, (Zakharzhevsky A. H.) State University of Telecommunications, Kyiv
  • В. В. Дмитренко, (Dmytrenko V. V.) State University of Telecommunications, Kyiv

DOI:

https://doi.org/10.31673/2412-9070.2022.050310

Abstract

Modern approaches to the formation and processing of multidimensional signals are based on the use of amplitude-phase-difference modulation with a change in the start time of the integration interval and special coding methods.
The paper proposes methods for forming a multidimensional signal for mobile networks of the latest generations, which will increase the noise immunity by a factor of 2 compared to two-dimensional multi-position signals.
The increase in noise immunity is achieved by increasing the equivalent signal energy, which is determined by the distance in the geometric representation between the two nearest signal points and thus increasing the noise immunity of the demodulator.
The use of multidimensional signals makes it possible to bring the information transmission rate closer to the communication channel bandwidth, which is necessary for the provision of real-time services.
As is known from the theory of potential noise immunity, the reliability of the transmitted information is primarily determined by the equivalent energy of the signals.
The greater the energy of signals, defined as the distance between adjacent signal points, the higher the system’s noise immunity, ceteris paribus.
The paper proposes the formation of signal-code constructions that provide the properties of a multidimensional signal for low-quality channels with a small signal-to-noise ratio.

Keywords: multidimensional signals; noise immunity; signal points; signal-code constructions.

References
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Published

2023-08-21

Issue

Section

Articles