This research demonstrates improved noise immunity and energy efficiency in Hartley amplitude-phase modulation signals, revealing significant advantages over traditional quadrature modulation.
The paper presents the results of the research, which outcome in the development of a theoretical justification for a new type of modulation – Hartley amplitude-phase modulation. This type of modulation has an additional carrier that is orthogonal to the known amplitude-phase modulation. Moreover, the in-phase and quadrature components of the Hartley amplitude-phase modulation are Hartley amplitude modulations, and the Hartley amplitude modulation of the quadrature channel (the quadrature component) is an orthogonal Hartley amplitude modulation with respect to the in-phase channel. This also allows the formation of a Hartley amplitude-phase modulation signal with a square constellation - quadrature Hartley modulation. The paper also considers a method of demodulating a signal with Hartley amplitude-phase modulation using a synchronous detector. It is shown that a signal with Hartley amplitude-phase modulation has increased immunity to noise in the communication channel compared to the known amplitude-phase modulation. The paper also compares the properties of signals with quadrature Hartley modulation and a known signal with quadrature modulation. It is shown that the energy gain of a signal with quadrature Hartley modulation compared to quadrature modulation is 6 dB. In addition, quadrature Hartley modulation has the same average energy value per symbol as signals with QAM modulation. The paper presents the derivation of an analytical expression for calculating the signal-to-noise ratio for a signal from quadrature Hartley modulation. It is shown that the obtained theoretical results for calculating the error of a falsely received symbol agree well with the obtained results of simulation modeling. A comparison of the obtained simulation results when calculating the values for calculating the error of an erroneously received symbol for signals with Hartley quadrature modulation and known quadrature modulation is presented.
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Alexander B. Kokhanov (2025) studied this question.
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